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Article

Veteran Suicide Prevention in the USA: Evaluating Strategies and Outcomes Within Face the Fight

by
Karim J. Chichakly
1,*,
Katherine A. Dondanville
2,
Brooke A. Fina
2,
Hannah C. Tyler
2 and
David C. Rozek
2
1
Isee Systems, Inc., Lebanon, NH 03766, USA
2
Department of Psychiatry and Behavioral Sciences, University of Texas Health Science Center at San Antonio, San Antonio, TX 78229, USA
*
Author to whom correspondence should be addressed.
Systems 2025, 13(11), 1039; https://doi.org/10.3390/systems13111039
Submission received: 26 September 2025 / Revised: 16 November 2025 / Accepted: 18 November 2025 / Published: 19 November 2025
(This article belongs to the Special Issue System Dynamics Modeling and Simulation for Public Health)

Abstract

Veteran suicide remains a critical public health crisis in the United States, with rates nearly twice those of the general population. Addressing this challenge requires multiple evidence-based interventions across settings. This paper presents a system dynamics model developed within the Face the Fight™ veteran suicide prevention initiative to evaluate and optimize strategies from 2022 to 2032. The model integrates peer-reviewed evidence on intervention effectiveness, subject-matter expert calibration, and annual updates from Veterans Affairs and grantee data to estimate the potential population-level impact of suicide prevention. The model organizes veterans by levels of suicide distress and estimates the impact of interventions in an initial three target areas aligned with a public health approach to suicide prevention: creating protective environments (e.g., secure firearm storage), strengthening access and delivery of suicide care (e.g., suicide-specific clinical programs), and identifying and supporting people at risk (e.g., suicide screening). Model results indicate that focusing solely on high-distress veterans is insufficient to reduce suicide rates to those of the general population, while balanced portfolios combining clinical, community, and firearm-safety approaches yield the greatest projected benefit. Sensitivity analyses demonstrate the model’s responsiveness to population distress distributions and intervention capacities, underscoring the need for a balanced, scalable strategy. Evaluating suicide-prevention impact is inherently challenging, but the model provides a dynamic and transparent framework for assessing investment effectiveness, refining strategies, and forecasting long-term outcomes. Its adaptability ensures ongoing insights to guide funding priorities, informs data-driven policy, and extends to other populations and public health challenges where multiple interventions interact to influence outcomes.

1. Introduction

Veteran suicide remains a leading public health crisis in the United States and a top priority for the Department of Defense and the U.S. Department of Veterans Affairs (VA) [1,2,3]. The 2024 National Veteran Suicide Prevention Annual Report exposed troubling data showing the veteran suicide rate is nearly 60% higher than non-veteran adults, with more than 6000 deaths each year [1,2]. Since 2001, over 125,000 veterans have died by suicide [1,2]. This staggering number illustrates the magnitude and persistence of this tragedy. Despite decades of investment and coordination across federal and community systems, population-level declines have proven difficult to achieve and to measure impact [3]. This reality highlights the urgent need for comprehensive, coordinated, and multifaceted suicide prevention strategies that address the unique experiences and challenges faced by veterans.
Measuring suicide-prevention impact remains a central challenge for both the U.S. and international public-health communities. Suicide data are delayed by one to two years, vary in quality across jurisdictions, and may often undercount deaths due to misclassification or stigma [4,5,6,7]. Non-fatal behaviors are inconsistently captured, leaving major gaps in understanding how prevention programs influence population-level outcomes. These constraints make it difficult to link program activity to observed change. The result is an evidence base that is fragmented and heavily reliant on retrospective analyses, which is an enduring obstacle for veteran-focused initiatives.
Recent critiques of traditional suicide-prevention paradigms emphasize that suicide remains inherently unpredictable at the individual level, underscoring the need for approaches that focus on understanding system-level mechanisms rather than forecasting individual events [8]. Dynamic, population-based models provide a structured way to integrate evidence across interventions and contexts, allowing for simulation of potential outcomes and more informed strategic planning for suicide prevention. Dynamic system modeling offers a rigorous framework for integrating heterogeneous data and testing potential outcomes of prevention portfolios. Widely used in fields such as infectious-disease control, diabetes, and opioid-overdose prevention [8], these models combine empirical data with subject-matter-expert consensus to estimate population-level effects. Recent global and U.S. evaluations have identified modeling and simulation as critical next steps for system-level evaluation [9].
Veterans face intersecting risk factors that elevate suicide vulnerability, including high rates of post-traumatic stress disorder, depression, anxiety, and substance use compared with civilians [1,2,10,11,12,13,14,15,16,17]. Yet most veterans who die by suicide have not recently engaged in VA care, underscoring persistent barriers such as stigma, limited awareness of resources, and logistical or cultural obstacles to help-seeking [1,2,13]. Lethal means safety adds another critical dimension, as firearms are involved in more than 70% of veteran suicides [1], highlighting the importance of integrating lethal-means education with mental-health care within community and clinical settings. These realities reinforce the need for comprehensive, public-health strategies that coordinate prevention across systems of care.
Preventing veteran suicide requires a comprehensive public health approach that includes both community-based prevention and clinical intervention. The Department of Veterans Affairs (VA), the Department of Defense (DoD), the White House, the Substance Abuse and Mental Health Services Administration (SAMHSA), and the Centers for Disease Control (CDC) have initiatives and strategic plans mobilizing attention, resources, and subject-matter experts [1,2,3,14,15]. Effective suicide prevention strategies must be holistic, integrative, and evidence-based, drawing support from various sectors, including healthcare providers, veteran organizations, policymakers, and community groups. Community prevention efforts involve outreach programs, peer support networks, and public health campaigns designed to reduce stigma and encourage help-seeking behavior among veterans. Clinical interventions include evidence-based treatments such as cognitive-behavioral therapy [16,17], suicide management (e.g., Crisis Response Planning, Safety Planning Intervention) [18,19], and psychiatric care, tailored specifically to the needs of the veteran population [20]. Ultimately, an effective approach must integrate community outreach with clinical care, ensuring that veterans, whether engaged in the community or seeking clinical support, receive the comprehensive care they deserve. Suicide prevention initiatives should focus on combining these strategies to have the largest impact possible.
Face the Fight™ is an innovative, eight-year initiative founded in 2022 by USAA, Humana Foundation, and Reach Resilience, an Endeavors Foundation. The initiative’s primary goal is to reduce the veteran suicide rate to match or be lower than that of the general population. Face the Fight employs a comprehensive, science-backed strategy that integrates multiple interconnected components: a public awareness campaign, grantmaking to non-profit organizations, and coalition building. The public awareness campaign focuses on bringing awareness, reducing stigma, and promoting help-seeking behaviors among veterans. The coalition, which includes a diverse range of organizations and stakeholders, serves as a platform for disseminating best practices, sharing knowledge, and coordinating efforts to maximize impact across sectors. Through its grantmaking efforts, Face the Fight identifies and scales effective programs—both clinical and community-based—ensuring that proven suicide prevention interventions reach the veterans who need them most.
Face the Fight is guided by the CDC public health approach to suicide prevention and prioritizes funding programs that align with this framework [14]. The initial grants awarded through the Face the Fight Charitable Fund concentrated on three critical areas of the CDC model: creating protective environments, strengthening access to and delivery of suicide care, and identifying and supporting individuals at risk. The initiative also emphasizes funding programs with the potential to be scaled, enabling them to reach more veterans across the United States. By supporting both programmatic and infrastructural development, Face the Fight enhances the capacity of grantees to maximize their impact. This comprehensive strategy addresses immediate risks while fostering long-term protective factors for veterans.
In this context, a dynamic data model refers to a system-level simulation that estimates suicide-related outcomes for the veteran population under different intervention scenarios. Lives saved denotes the modeled difference between projected deaths by suicide in the absence of interventions and those expected when Face the Fight, or any suicide-prevention initiative, activates interventions. These are population-level projections rather than individual counts, updated annually with new VA and grantee data.
Assessing the impact of suicide prevention initiatives like Face the Fight presents significant challenges. A system dynamics model provides a robust framework for evaluating this impact by incorporating key inputs, such as the reach of interventions funded through Face the Fight [21]. The model simulates changes in the distress levels among veterans and evaluates how different interventions may reduce suicide risk over time. It is designed not only to measure the impact of the initiative but also to guide funding decisions by estimating the potential lives saved through different interventions.
A dynamic public-health model integrating existing evidence, subject-matter expertise, and estimated reach of grantees was developed to estimate the potential population-level impact of Face the Fight, a philanthropic portfolio on veteran suicide. The model’s structure, inputs, and assumptions illustrate how system-level simulation can guide strategic investment and complement traditional evaluation approaches. By aligning with global calls for data-driven, system-level suicide-prevention strategies [5], the work demonstrates how dynamic modeling can translate evidence into coordinated and sustainable action.

2. Methods

2.1. Data Inputs and Annual Model Updates

Data from funded organizations are compiled through structured end-of-grant reports summarizing program reach, population characteristics, and outcomes. These reports provide both quantitative indicators and qualitative implementation summaries used to contextualize program performance. The evaluation team standardizes data across grantees and reviews them for internal consistency and completeness.
Each year, the model is updated using aggregated data from three primary sources: (1) the VA’s National Veteran Suicide Prevention Annual Report, (2) Face the Fight grantee reports, and (3) peer-reviewed literature on intervention effectiveness. These updates refine parameters such as veteran population size, suicide mortality, and intervention reach and performance. Parameter adjustments are reviewed by the Face the Fight Scientific Advisory Committee to ensure that updates reflect current evidence and real-world implementation conditions. This annual review process maintains model transparency, enables iterative improvement, and ensures alignment with emerging evidence and field conditions.

2.2. Model Structure

The backbone of the model divides the population into three categories of psychological suicide-related distress: Low, Moderate, and High (Figure 1). While we initially considered using suicide risk instead, risk of suicide is volatile can increase as quickly as within minutes, and at the policy level, suicide-related distress is a preferred, less volatile indicator that changes over a longer time horizon. The distress level is based on an interplay between a person’s risk factors and protective factors and is widely recommended for population indicators of suicide vulnerability [6,9]. The more risk factors someone has and the fewer protective factors, the higher their suicide-related distress. While some people in every distress category attempt suicide, the higher their distress, the more likely it is that they will attempt suicide. Risk factors can be modifiable including treatable medical or mental health concerns or employment challenges, or permanent like previous suicide attempts, history of homelessness, traumatic brain injury (TBI) and chronic pain. Examples of protective factors include social connections, stable housing, strong coping strategies, etc.
Low distress is defined as those with modifiable risk factors and strong protective factors. Someone with multiple risk factors and few protective factors is considered to be in moderate distress. Finally, high-distress individuals have few, if any, protective factors and have experienced an acute precipitating event (i.e., financial crisis, recent loss of employment or housing).
Veterans enter the respective stocks based on their distress level when they leave the military. They only leave the overall population if they die, either through natural causes or by suicide. Over time, they will transition between the different distress levels. After working with many subject matter experts (SMEs), it was decided that, without treatment, the proportion of the population in each category most likely stays constant across the simulation time frame. Therefore, the model is calibrated to maintain those proportions as closely as possible through the base case simulation run (no interventions). After reviewing current literature and the functioning model, the SMEs decided 73% of the population is in low distress, 23% are in moderate distress, and the remaining 4% are in high distress. These same proportions are applied to those leaving the military.
There are specific factors that can be turned on to simulate harsher conditions that would result in more people in higher distress levels, for example, a recession or higher than normal disability or addiction. These have not been used so far. The full set of model equations appear in Appendix A.

2.3. Intevention Pathways

The model supports several interventions, in both clinical and community settings. Each intervention has a determined effectiveness in reducing suicide attempts. In addition, each intervention can be either permanent (for at least the length of the simulation) or can fade away over time. Table 1, Table 2 and Table 3 list the initial supported interventions that are part of the Face the Fight portfolio with their effectiveness and their permanence.
Determining Intervention Effectiveness Intervention-effectiveness parameters were derived from peer-reviewed literature on evidence-based suicide-prevention programs and adjusted through expert consensus to reflect expected real-world implementation effects (e.g., fidelity, comorbidities, etc.). For example, randomized trials of BCBT for suicide prevention have reported relative reductions in suicide attempts from ~60% to ~75% compared with standard treatment as usual therapy [16,17]. Within the model, these effectiveness rates are intentionally reduced, capped at approximately 55% to account for implementation variability, dropout, and population heterogeneity. This more conservative calibration ensures projections remain plausible, reproducible, and transparent for decision-making applications.
Multi-Intervention Effect Logic It is possible that individuals may receive more than one intervention. The model applies the highest single intervention effectiveness rather than adding or multiplying effects. This approach is both pragmatic and clinically grounded. For example, if a veteran is screened for suicide risk (low effectiveness rate) and then receives a suicide-specific treatment such as BCBT (high effectiveness rate), the BCBT treatment effect replaces the earlier screening effect as the veteran undergoes BCBT. This prevents double-counting overlapping mechanisms and provides a conservative and likely more realistic estimate that reflects how care progresses in real-world settings.
Within the model, veterans who have not been treated with a permanent treatment are selected to go through these different interventions based on the capacity available for those interventions. They are taken from different distress levels based on the expected distribution for that specific intervention. These distributions are tied to both what intervention is appropriate for each distress level and who is being targeted for that intervention. For example, 10% of the available capacity for clinical CRP will treat low distress individuals, while 45% each will be used for moderate and high distress individuals. As another example, for Enhanced Strategic Storage, 40% of individuals will be from low distress, 50% from moderate distress, and 10% from high distress.
The clinical treatment pipeline starts with screening and distributes individuals based on capacity available and distress distribution for each treatment. The most complicated path is for Brief Cognitive Behavior Therapy (BCBT) (Figure 2).
As in the real-world, the model simulates screened individuals referred to BCBT treatment. If a clinician or clinic is currently at capacity, the individual must wait or may decide not to initiate treatment. Otherwise, they move into treatment. There is dropout from the roughly 14-week program, but all others complete the program successfully and are considered treated until they die, either from natural causes or by suicide.
Individuals can receive multiple interventions. For example, everyone who received BCBT was first screened for suicide risk. They may also have received a Crisis Response Plan (CRP). However, this does not mean that the total effectiveness is the sum of these interventions as the sum of the effectiveness of these combined interventions exceeds the maximum of 100%. After reviewing this potential issue with SMEs, it was decided that the intervention with the highest effectiveness is the final effectiveness for that person’s treatment. In addition, once an individual ends up in a permanent state (refer to Table 1, Table 2 and Table 3), they will not be treated with another intervention.

2.4. Capacity and Reach

In the beginning, we imagined the input to the model would be investment dollars and the model could determine capacity increases and veteran reach from that. Unfortunately, such a relationship does not exist. The Face the Fight grantees have different levels of existing capacity and different means to reach the veterans they serve. Instead, the veteran reach is calculated based on the grantees’ expectations (and capacity adjustments). The model allows the reach to change every six months and linearly adjusts to each new reach over a two-month period. These numbers are updated by actual reach data from grant projects at the end of each grant period.

2.5. Lives Saved

To determine lives saved, the selected interventions have research demonstrating reductions in suicide behaviors. The VA reports the number of deaths by suicide each year with a consistent methodology. Suicide deaths are systematically underreported due to many factors including stigma, uncertainty in determining cause of death, insurance or legal reasons. SMEs determined an underreporting fraction (37%) based on currently available data, which gives us the total number of deaths by suicide [24]. Not all suicide attempts result in death; therefore, SMEs determined the probability of death by suicide as 10%. Dividing by the probability of death by suicide (10%), we estimate the number of suicide attempts that year:
attempts = (1 + underreporting fraction) × deaths ÷ death probability
At this point, these attempts need to be distributed across the three distress levels. SMEs provided a suicide attempt distribution across these three distress levels: 4% low, 15% moderate, and 81% high. This then gives us the attempt rate by distress level. The number of deaths by suicide is then the number of attempts multiplied by the probability of death by suicide.
For each intervention, the attempt rate is reduced based on that intervention’s effectiveness:
attempt rate = (1 − effectiveness) × base attempt rate
For example, if a given intervention is 20% effective at reducing the attempt rate, the attempt rate for everyone treated with that intervention is 80% (100 − 20) of the untreated attempt rate. The number of lives saved is given by the number of deaths expected with no interventions minus the number of deaths expected with the chosen set of interventions:
deaths with intervention = Treated × treatment attempt rate × death probability
lives saved = deaths before interventions − Σdeaths with interventions

2.6. Feedback

Aside from the distress level backbone of the model, which has two major feedback loops, the model only contains minor feedback loops. Most of these are first-order controls on stock outflows. However, the model is part of a larger system with balancing feedback (Figure 3). Each year a new veteran suicide prevention report is released from the U.S. Veterans Affairs and new performance reports are received from the grantees. The SMEs review this data against what is already in the model and make recommendations for parameter changes. After the changes are integrated into the model, there is an iterative back and forth with the SMEs to finetune the model parameters. We then use this new set of parameters for the next year.

3. Results

3.1. Investment Scenarios

There have currently been four 12-month grant rounds. Cohort 1 was funded from November 2022 through October 2023 and Cohort 2 was funded from October 2023 through September 2024. Cohort 3, a smaller round, was funded from spring of 2024 to spring of 2025. The fourth round started in October 2024 and will run through September 2025. Each grantee in each cohort projects their annual veteran reach for their current grant period, and SMEs calculate the expected reach for the nine-year duration of the Face the Fight program. These reaches are used by the model to calculate lives saved across 10 years (the year nine reaches are held constant in year 10). All results in this section represent modeled projections rather than direct observations. The model estimates population-level impact based on calibrated reach and effectiveness parameters derived from existing research and SME consensus.
Cohort 1 only included clinical programs, specifically clinical screening, clinical BCBT, and clinical CRP (Table 4). These interventions were not sufficient to reach the program goals over 10 years.
Cohort 2 increases the clinical intervention reaches (Table 5). However, capacity issues restricted large growth in these areas, so community programs were also added to the mix (Table 6). These include community screening, partner strategic storage, enhanced strategic storage, trusted messenger strategic storage, and community CRP.
Cohort 3 was a small midyear group of grantees, mostly clinical, which are shown at year 2.5 in Table 7 and Table 8. Cohort 4 increases the clinical intervention reaches again (Table 7). Cohort 4 also increased the community fairly dramatically and added caring contacts (Table 8). In particular, community screening jumped from 100,162 to 345,162, a more than three-fold increase. This allowed community CRP, which has a 40% effectiveness, to grow from 5638 to 25,988 while strategic storage programs increased substantially.

3.2. Model Projections

Simulating the model for the set of interventions for Cohort 1 (Table 4) yields 1900 lives over 10 years (Figure 4, blue line). Adding the Cohort 2 interventions (Table 5 and Table 6) in year 2 saves 4100 lives over 10 years (Figure 4, dashed red line). Adding the Cohort 3 and 4 interventions (Table 7 and Table 8) saves 8100 lives over 10 years (Figure 4, dotted green line). To be clear, these are the number of lives saved through these interventions if all of our assumptions about intervention efficacy and suicide attempt rates are correct.
Results highlight that portfolio-level gains are driven primarily by reach rather than marginal increases in individual intervention effectiveness. Community-level programs produce modest per-person effects but a large total impact due to population exposure.

3.3. Sensitivity Analysis

While the SMEs were generally conservative with intervention effectiveness relative to research and clinical trial results, the distribution of the population between low, moderate, and high distress is unknown. Likewise, the distribution of suicide attempts between these distress categories is unknown. While the actual probability of death by suicide from an attempt is also unknown, the model first uses it to determine the suicide attempt rate by dividing and then multiplies attempts by it to calculate deaths by suicide, so it cancels out. The model is completely insensitive to it.
Testing the model’s sensitivity to the population distribution and the suicide attempt distribution must be performed with care because when either distribution changes, the model has to be recalibrated to keep the fraction of the population in each distress category nearly constant when there are no interventions (a model assumption). Therefore, for each scenario tested, there is also a recalibration; i.e., the transition rates between distress categories are different for each scenario.

3.3.1. Testing the Sensitivity of the Population Distribution

Four scenarios were tested for the population distribution (Table 9). The first is the current model’s distribution, while the second is the distribution from the first-year model. The other two scenarios test the effect of increasing or decreasing the percentage of high-distressed individuals. These were all tested with the additional Cohort 2 interventions.
The original distribution (Figure 5, dashed red line), which had fewer moderately distressed individuals (relative to the base case), showed more lives saved (3600) than the base case (Figure 5, solid blue line—3100). Halving the number of highly distressed individuals (Figure 5, dotted green line) saved more than twice as many lives (6500). Finally, increasing the number of highly distressed individuals by 50% (Figure 5, dot-dashed orange line) decreased the number of lives saved (2500). It is apparent that the model is quite sensitive to this parameter. Given this sensitivity, the SMEs reviewed it carefully and adjusted the distribution to the base case, which they felt was most realistic based on the best available data and SME consensus.

3.3.2. Testing the Sensitivity of the Suicide Attempt Distribution

Three scenarios were tested for the suicide attempt distribution (Table 10). The first is the current model’s distribution, while the second is the distribution from the first-year model. The final scenario tests the effect of decreasing the percentage of high-distressed attempts. These were all tested with the additional interventions from Cohort 2.
It is not surprising that the original distribution (Figure 6, dashed red line), which had more high-distress attempts (relative to the base case), leads to more saved lives than in the base case (Figure 6, solid blue line—3100). Interestingly, decreasing the fraction of high attempts beyond the base case (Figure 5, dotted green line) did not have much impact (3200). There was a slight increase in lives saved, which can likely be attributed to the increased fraction of moderate-distress attempts. While the model is sensitive to this parameter, it seems to be most sensitive to very high values of the fraction of high-distress suicide attempts.

3.3.3. Testing the Sensitivity of Treatment Effectiveness

Because each treatment effectiveness multiplicatively reduces the suicide attempt rate for each treatment type, the number of lives lost to suicide within each treated group is proportional to one minus the effectiveness. In other words, when the effectiveness changes by 10%, we expect the number of lives lost within that treatment group to also change by 10%. To illustrate this, three scenarios were tested for the effectiveness of clinical CRP (Table 11). The middle one is the base case, with the first one 30% less than the base case and the last one 30% greater than the base case.
In the base case (Figure 7, dashed red line), 62.4 lives are lost per month at the end of the simulation. When the effectiveness is reduced by 30% to 0.35 (Figure 7, solid blue line), lives lost per month increases 30% to 80.7. When the effectiveness is increased by 30% to 0.65 (Figure 7, dotted green line), lives lost per month decreases 30% to 43.9. The same holds for all of the effectiveness parameters.

3.4. Interpretation

Overall, modeled projections suggest that a balanced investment portfolio, combining clinical treatment, community engagement, and firearm-safety interventions, produces the greatest population-level impact on veteran suicide outcomes. Findings are intended to inform strategic investment and policy prioritization rather than predict observed counts. By emphasizing reach, realism, and annual recalibration, the model demonstrates how dynamic simulation can serve as a decision-support tool for large-scale suicide-prevention initiatives.

4. Discussion and Conclusions

One of the significant challenges in evaluating the impact of suicide prevention initiatives like Face the Fight is the inherent difficulty in quantifying lives saved and assessing the effectiveness of various interventions. The use of a system dynamics model, as described in this paper, provides a sophisticated approach to measuring both the estimated current and potential impact of these initiatives. This model represents a major advancement in understanding how different suicide prevention strategies interact and influence veteran suicide rates. By integrating peer-reviewed evidence, SME-calibrated parameters, annually updated VA and grantee veteran data, and simulating various scenarios, the model serves as a dynamic and responsive tool that not only evaluates the effectiveness of existing interventions but also forecasts their potential future impact. Its ability to adapt and incorporate new data ensures that the model continues to evolve, offering ongoing insights into the most effective strategies for combating veteran suicide.
This model has been supportive in identifying which types and combinations of interventions may contribute most to overall suicide prevention goals. Clinical treatments such as Brief Cognitive Behavioral Therapy and Crisis Response Planning provide the greatest per-person reduction in suicide attempts, while community-based programs and firearm safety interventions generate larger population effects through greater reach. These insights guide more balanced funding strategies and demonstrate the complementary value of clinical and community approaches within Face the Fight’s comprehensive prevention framework. This manuscript serves as a proof-of-concept application of the system dynamics model, illustrating how it can evaluate and forecast intervention impact using evidence-based inputs and SME-calibrated parameters. Because the model structure and logic are adaptable, it can also be generalized to other populations and public health contexts where multiple interventions interact to influence complex outcomes [8,9,25].
Another crucial insight from the model is its ability to highlight the risks of oversaturating specific interventions or exceeding capacity. For example, while BCBT is highly effective, the limited number of clinicians trained to deliver this treatment poses a challenge. If funding disproportionately favors BCBT without parallel investments in expanding clinician training, the system may become saturated, leaving many veterans without timely access to care. This finding suggests that an effective funding strategy should include a focus on capacity-building—such as training more clinicians—to ensure the system can meet the increased demand for services. Addressing these capacity issues is essential to ensuring that funding achieves the desired impact.
The flexibility of the system dynamics model also opens the door to expanding its application beyond the current set of interventions. For instance, while the current model does not explicitly stratify veterans by age, future iterations could integrate age distribution and life stage factors, particularly for veterans under 45, who represent a high-risk subgroup identified in VA reports, to refine the accuracy of projections. In addition, the model could be extended to capture the experiences of historically underrepresented groups within the veteran population, such as women, racial and ethnic minority veterans, and those living in rural areas, whose access to care and help-seeking behaviors may differ significantly. The model could also be adapted to assess the impact of broad public health campaigns designed to reduce stigma and encourage help-seeking behavior among veterans [1]. By inputting data on campaign reach and effectiveness, the model could simulate the long-term impact of these efforts on veteran suicide rates. Similarly, the model could be expanded to incorporate other suicide prevention initiatives, such as those implemented by the VA or other organizations, allowing for a more comprehensive assessment of the collective impact of multiple efforts.
Moreover, the model is not limited to the specific interventions currently funded by Face the Fight. It could be adapted to evaluate a wider range of interventions, including novel or emerging strategies in suicide prevention, both of which may be part of future grant awards in Face the Fight. This adaptability makes the model a valuable tool for exploring the potential effectiveness of innovative approaches before they are widely implemented. Furthermore, the model could be applied to other high-risk groups, such as first responders or individuals with chronic mental health conditions, by adjusting input parameters to reflect the specific characteristics and needs of these populations. The model’s utility also extends to forecasting the potential future impact of interventions over a longer timeline. By extending the time horizon, stakeholders can gain a clearer understanding of how current interventions may influence suicide rates over the next decade or beyond. Additionally, the model could simulate the effects of changes in external conditions, such as economic downturns or shifts in public policy, helping decision-makers prepare for and mitigate potential negative effects on at-risk populations.
Dynamic data models like this can serve as a public health planning tool that links research to policy. They can help decision-makers visualize impact under different investment scenarios, identify when interventions reach saturation, and coordinate prevention strategies across systems. Clinical programs such as Brief Cognitive Behavioral Therapy have high individual impact but limited scalability, while community approaches like screening or firearm storage can reach more people at lower intensity. It is not realistic that all high-risk veterans will access or even want intensive care, emphasizing the need for layered, cost-effective interventions. This framework can guide funding, workforce, and system-level policies to maximize population impact in veteran suicide prevention.
Overall, the system dynamics model developed for Face the Fight represents a significant advancement in veteran suicide prevention. It provides a robust framework for evaluating and optimizing existing interventions and offers the flexibility to expand its application to other interventions, populations, and scenarios. As the model continues to be refined and updated with new data, it holds the potential to guide future efforts in this critical area, ultimately saving more lives and improving the well-being of veterans and other at-risk groups.

Author Contributions

Conceptualization, B.A.F., D.C.R., H.C.T., K.A.D. and K.J.C.; methodology, K.J.C.; formal analysis, K.J.C.; data curation, B.A.F., D.C.R., H.C.T., K.A.D. and K.J.C.; writing—original draft preparation, K.J.C. and D.C.R.; writing—review and editing, B.A.F., H.C.T. and K.A.D.; visualization, K.J.C.; funding acquisition, B.A.F., D.C.R. and K.A.D. All authors have read and agreed to the published version of the manuscript.

Funding

This research was funded by the Face the Fight Charitable Fund.

Data Availability Statement

This paper includes no data.

Acknowledgments

We would like to thank the founding partners of Face the Fight—USAA, the Humana Foundation, and Reach Resilience. Special thanks to the leaders who have played a pivotal role in this effort: Justin Schmidt (USAA), Tiffany Benjamin (Humana Foundation), and Sonya Medina and Major General (ret) Alfred Flowers (Reach Resilience).

Conflicts of Interest

Karim J. Chichakly was employed by the company Isee Systems, Inc. The remaining authors declare that the research was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest.

Appendix A. Model Equations

Stocks:
Distress:
High_Distress = ∫(increasing_to_high + leaving_military_high_distressed
  − decreasing_to_moderate - dying_high)dt
Low_Distress = ∫(leaving_military_low_distressed + decreasing_to_lowdying_low
  − increasing_to_moderate)dt
Moderate_Distress = ∫(increasing_to_moderate + decreasing_to_moderate
  + leaving_military_moderate_distressedincreasing_to_highdecreasing_to_low
  − dying_moderate)dt
 ­
Suicides:
Suicide_Deaths = ∫(increasing_deaths)dt
 ­
Treatment:
Comm_Screening[Distress_Level] = ∫(starting_comm_screening[Distress_Level]
  − treating_with_clinical_CRP[Distress_Level] − treating_with_comm_CRP[Distress_Level]
  − treating_at_VA[Distress_Level] − leaving_comm_no_treatment[Distress_Level])dt
Receiving_bCBT_Treatment[Distress_Level] = ∫(entering_bCBT_treatment[Distress_Level] −
  finishing_bCBT_treatment[Distress_Level] − dropping_out_of_treatment[Distress_Level]dt
    transit time(Receiving_bCBT_Treatment) = treatment_time
    capacity(Receiving_bCBT_Treatment) = treatment_capacity
Receiving_Caring_Contacts[Distress_Level] = ∫(entering_caring_contacts[Distress_Level]
  − finishing_caring_contacts[Distress_Level]
  − dropping_out_of_caring_contacts[Distress_Level])dt
    transit time(Receiving_Caring_Contacts) = caring_contacts_treatment_time
    capacity(Receiving_Caring_Contacts) = caring_contacts_capacity
Receiving_Comm_Caring_Contacts[Distress_Level] =
  ∫(entering_comm_caring_contacts[Distress_Level]
  − finishing_comm_caring_contacts[Distress_Level]
  − dropping_out_of_comm_caring_contacts[Distress_Level])dt
    transit time(Receiving_Comm_Caring_Contacts) = caring_contacts_treatment_time
    capacity(Receiving_Comm_Caring_Contacts) = comm_caring_contacts_capacity
Screening[Distress_Level] = ∫(seeking_treatment[Distress_Level]
  − referring_to_bCBT[Distress_Level] − "treating_with_CRP/SPI"[Distress_Level]
  − treating_with_lethal_means[Distress_Level] − leaving_no_treatment[Distress_Level])dt
Self_referral_To_Treatment[Distress_Level] =
  ∫(at_risk_noticing_distress_impacts[Distress_Level] − seeking_treatment[Distress_Level])dt
Treated_Caring_Contacts[Distress_Level] = ∫(finishing_caring_contacts[Distress_Level] −
  dying_caring_contacts[Distress_Level])dt
Treated_Comm_Caring_Contacts[Distress_Level] =
  ∫(finishing_comm_caring_contacts[Distress_Level]
  − dying_comm_caring_contacts[Distress_Level])dt
Treated_Comm_Lethal_Means[Distress_Level] = ∫(treating_comm_lethal_means[Distress_Level]
  − losing_comm_lethal_means_impact[Distress_Level])
Treated_Comm_Screened[Distress_Level] = ∫(leaving_comm_no_treatment[Distress_Level]
  − losing_comm_screening_impact[Distress_Level])dt
Treated_Lock_Dist[Distress_Level] = ∫(treating_lock_distribution[Distress_Level]
  − losing_distribution_impact[Distress_Level])dt
Treated_Low_Touch[Distress_Level] = ∫(treating_low_touch[Distress_Level]
  − losing_low_touch_impact[Distress_Level])dt
Treated_Partner_Storage[Distress_Level] = ∫(treating_partner_storage[Distress_Level]
  − losing_partner_storage_impact[Distress_Level])dt
Treated_Peer_Support[Distress_Level] = ∫(treating_peer_support[Distress_Level]
  − losing_peer_support_impact[Distress_Level])dt
Treated_Screened[Distress_Level] = ∫(finished_screening[Distress_Level]
  − losing_screening_impact[Distress_Level])dt
Treated_TM_Gatekeeper[Distress_Level] = ∫(treating_TM_gatekeeper[Distress_Level]
  − losing_TM_gatekeeper_impact[Distress_Level])dt
Treated_TM_Storage[Distress_Level] = ∫(treating_TM_storage[Distress_Level]
  − losing_TM_storage_impact[Distress_Level])dt
Treated_with_bCBT[Distress_Level] = ∫(finishing_bCBT_treatment[Distress_Level]
  + comm_finishing_bCBT[Distress_Level] − dying_treated_bCBT[Distress_Level])dt
Treated_with_Comm_CRP[Distress_Level] = ∫(treating_with_comm_CRP[Distress_Level]
  − dying_treated_comm_CRP[Distress_Level])dt
Treated_with_CRP[Distress_Level] = ∫("treating_with_CRP/SPI"[Distress_Level]
  + cross_treating_with_CRP[Distress_Level] − dying_treated_CRP[Distress_Level])dt
Treated_with_CRP_at_VA[Distress_Level] = ∫(treating_at_VA[Distress_Level]
  − dying_treated_at_VA[Distress_Level])dt
Treated_with_Lethal_Means[Distress_Level] = ∫(treating_with_lethal_means[Distress_Level]
  − dying_treated_lethal_means[Distress_Level])dt
Waiting_For_bCBT_Treatment[Distress_Level] = ∫(referring_to_bCBT[Distress_Level]
  − entering_bCBT_treatment[Distress_Level] − giving_up_waiting[Distress_Level])dt
 ­
Flows:
Distress:
decreasing_to_low = Transitions.medium_to_low_distress_rate*Moderate_Distress
decreasing_to_moderate = Transitions.high_to_medium_distress_rate*High_Distress
dying_high = Suicides.distressed_suicides[High] + normal_death_rate*High_Distress
dying_low = Suicides.distressed_suicides[Low] + normal_death_rate*Low_Distress
dying_moderate = Suicides.distressed_suicides[Medium] + normal_death_rate*Moderate_Distress
increasing_to_high = Transitions.medium_to_high_distress_rate*Moderate_Distress
increasing_to_moderate = Transitions.low_to_medium_distress_rate*Low_Distress
leaving_military_high_distressed = leaving_military_high
leaving_military_low_distressed = leaving_military_low
leaving_military_moderate_distressed = leaving_military_moderate
 ­
Suicides:
increasing_deaths = SUM(distressed_suicides + screened_suicides + comm_screened_suicides
  + caring_contacts_suicides + comm_CRP_suicides + CRP_treated_suicides
  + bCBT_treated_suicides) + lethal_means_suicides + additional_suicides
 ­
Treatment:
at_risk_noticing_distress_impacts[Distress_Level] = treatment_switch
  *capacity_utilization_clinical*desired_screening
cross_treating_with_CRP[Distress_Level] = community_treated_CRP
dropping_out_of_caring_contacts[Distress_Level] =
  leakage outflow(Receiving_Caring_Contacts)
  leakage fraction = caring_contacts_dropout_rate
dropping_out_of_comm_caring_contacts[Distress_Level] =
  leakage outflow(Receiving_Comm_Caring_Contacts)
  leakage fraction = comm_caring_contacts_dropout_rate
dropping_out_of_treatment[Distress_Level] = leakage outflow(Receiving_bCBT_Treatment)
  leakage fraction = treatment_dropout_rate
dying_caring_contacts[Distress_Level] = normal_death_rate*Treated_Caring_Contacts +
  Suicides.caring_contacts_treated_suicides
dying_comm_caring_contacts[Distress_Level] = normal_death_rate
  *Treated_Comm_Caring_Contacts + Suicides.comm_caring_contacts_suicides
dying_treated_at_VA[Distress_Level] = normal_death_rate*Treated_with_CRP_at_VA
dying_treated_bCBT[Distress_Level] = Suicides.bCBT_treated_suicides
  + normal_death_rate*Treated_with_bCBT
dying_treated_comm_CRP[Distress_Level] = normal_death_rate*Treated_with_Comm_CRP
  + Suicides.comm_CRP_suicides
dying_treated_CRP[Distress_Level] = normal_death_rate*Treated_with_CRP
  + Suicides.CRP_treated_suicides
dying_treated_lethal_means[Distress_Level] = normal_death_rate*Treated_with_Lethal_Means
  + Suicides.lethal_means_treated_suicides
entering_bCBT_treatment[Distress_Level] = queue outflow(Waiting_For_bCBT_Treatment)
entering_caring_contacts[Distress_Level] = treatment_switch*capacity_utilization_clinical
  *desired_caring_contacts
entering_comm_caring_contacts[Distress_Level] = treatment_switch
  *capacity_utilization_community*desired_comm_caring_contacts
finished_screening[Distress_Level] = leaving_no_treatment + giving_up_waiting
  + dropping_out_of_treatment + dropping_out_of_caring_contacts
finishing_bCBT_treatment[Distress_Level] = conveyor outflow(Receiving_bCBT_Treatment)
finishing_caring_contacts[Distress_Level] = conveyor outflow(Receiving_Caring_Contacts)
finishing_comm_caring_contacts[Distress_Level] =
  conveyor outflow(Receiving_Comm_Caring_Contacts)
giving_up_waiting[Distress_Level] = queue outflow(Waiting_For_bCBT_Treatment)
  purge after age = average_time_before_giving_up
leaving_comm_no_treatment[Distress_Level] = starting_comm_screening
  − CRP_treatment_flows
leaving_no_treatment[Distress_Level] = seeking_treatmentother_treatments
losing_comm_lethal_means_impact[Distress_Level] =
  Treated_Comm_Lethal_Means/time_to_lose_comm_lethal_means_impact
  + Suicides.comm_lethal_means_suicides
losing_comm_screening_impact[Distress_Level] =
  Treated_Comm_Screened/time_to_lose_comm_screening_impact
  + Suicides.comm_screened_suicides
losing_distribution_impact[Distress_Level] =
  Treated_Lock_Dist/time_to_lose_distribution_impact + Suicides.lock_distribution_suicides
losing_low_touch_impact[Distress_Level] =
  Treated_Low_Touch/time_to_lose_low_touch_impact + Suicides.low_touch_suicides
losing_partner_storage_impact[Distress_Level] =
Treated_Partner_Storage/time_to_lose_partner_storage_impact
  + Suicides.partner_storage_suicides
losing_peer_support_impact[Distress_Level] =
  Treated_Peer_Support/time_to_lose_peer_support_impact + Suicides.peer_support_suicides
losing_screening_impact[Distress_Level] = Treated_Screened/time_to_lose_screening_impact
  + Suicides.screened_suicides
losing_TM_gatekeeper_impact[Distress_Level] =
  Treated_TM_Gatekeeper/time_to_lose_TM_gatekeeper_impact
  + Suicides.TM_gatekeeper_suicides
losing_TM_storage_impact[Distress_Level] =
  Treated_TM_Storage/time_to_lose_TM_storage_impact + Suicides.TM_storage_suicides
referring_to_bCBT[Distress_Level] =
  bCBT_treatment_distribution*capacity_utilization_clinical*Staffing.bCBT_capacity
seeking_treatment[Distress_Level] = Self_referral_To_Treatment/time_to_seek_treatment
starting_comm_screening[Distress_Level] =
  treatment_switch*capacity_utilization_community*desired_comm_screening
treating_at_VA[Distress_Level] = comm_to_VA
treating_comm_lethal_means[Distress_Level] = treatment_switch
  *capacity_utilization_community*desired_comm_lethal_means
treating_lock_distribution[Distress_Level] =
  treatment_switch*capacity_utilization_community*desired_lock_distribution
treating_low_touch[Distress_Level] =
  treatment_switch*capacity_utilization_community*desired_low_touch
treating_partner_storage[Distress_Level] =
  treatment_switch*capacity_utilization_community*desired_partner_storage
treating_peer_support[Distress_Level] =
  treatment_switch*capacity_utilization_community*desired_peer_support
treating_TM_gatekeeper[Distress_Level] =
  treatment_switch*capacity_utilization_community*desired_TM_gatekeeper
treating_TM_storage[Distress_Level] =
  treatment_switch*capacity_utilization_community*desired_TM_storage
treating_with_clinical_CRP[Distress_Level] = MIN(effective_CRP_capacity
  − clinical_CRP_allocated, desired_comm_to_clinical_CRP)
treating_with_comm_CRP[Distress_Level] = MIN(effective_comm_CRP_capacity
  − comm_CRP_allocated, desired_comm_to_comm_CRP)
"treating_with_CRP/SPI"[Distress_Level] = MAX(CRP_treatment_distribution
  *capacity_utilization_clinical*Staffing.CRP_capacitycross_treating_with_CRP, 0)
treating_with_lethal_means[Distress_Level] = lethal_means_treatment_distribution
  *capacity_utilization_clinical*Staffing.lethal_means_capacity
 ­
Parameters and other variables:
Distress:
leaving_military_high_distressed = leaving_military_high
leaving_military_low_distressed = leaving_military_low
leaving_military_moderate_distressed = leaving_military_moderate
expected_fraction_distressed[Low] = 1 − initial_moderate_fractioninitial_high_fraction
expected_fraction_distressed[Medium] = initial_moderate_fraction
expected_fraction_distressed[High] = initial_high_fraction
fraction_distressed[Distress_Level] = population_by_distress/Total_Population
fraction_in_VA_treatment_end_state = 0.025
fraction_not_seeking_VA_care = 1 − fraction_in_VA_treatment_end_state
Initial_High_Distress = initial_high_fraction*Initial_Subject_Veteran_Population
initial_high_fraction = 0.04
Initial_Low_Distress = Initial_Subject_Veteran_Population
  − (Initial_Moderate_Distress + Initial_High_Distress)
Initial_Moderate_Distress = initial_moderate_fraction*Initial_Subject_Veteran_Population
initial_moderate_fraction = 0.23
Initial_Subject_Veteran_Population
  = fraction_not_seeking_VA_care*Initial_Veteran_Population
Initial_Veteran_Population = 18.8e6
leaving_military = leaving_military_per_year/months_per_year
leaving_military_high = initial_high_fraction*leaving_military
leaving_military_low = leaving_military − (leaving_military_moderate + leaving_military_high)
leaving_military_moderate = initial_moderate_fraction*leaving_military
leaving_military_per_year = 200000
normal_death_rate = (1/40)/12
population_by_distress[Low] = Low_Distress
population_by_distress[Medium] = Moderate_Distress
population_by_distress[High] = High_Distress
Total_Population = High_Distress + Low_Distress + Moderate_Distress
 ­
Suicides:
annual_attempt_rate_by_distress[Distress_Level]
  = annual_attempts_by_distress/INIT(Distress.population_by_distress)
annual_attempts = annual_deaths/death_probability
annual_attempts_by_distress[Distress_Level] = attempts_distribution*annual_attempts
annual_deaths = (1 + underreporting_fraction)*base_annual_deaths
attempt_rate_bCBT_treated[Distress_Level] = (1 − bCBT_effectiveness)*attempt_rate_by_distress
attempt_rate_by_distress[Distress_Level] = annual_attempt_rate_by_distress/months_per_year
attempt_rate_caring_contacts_treated[Distress_Level]
  = (1 − caring_contacts_effectiveness)*attempt_rate_by_distress
attempt_rate_comm_caring_contacts[Distress_Level]
  = (1 − comm_caring_contacts_effectiveness)*attempt_rate_by_distress
attempt_rate_comm_CRP_treated[Distress_Level]
  = (1 − comm_CRP_effectiveness)*attempt_rate_by_distress
attempt_rate_comm_lethal_means[Distress_Level]
  = (1 − comm_lethal_means_effectiveness)*attempt_rate_by_distress
attempt_rate_comm_screening[Distress_Level]
  = (1 − comm_screening_effectiveness)*attempt_rate_by_distress
attempt_rate_CRP_treated[Distress_Level] = (1 − CRP_effectiveness)*attempt_rate_by_distress
attempt_rate_enhanced_peer_support[Distress_Level] =
  (1 − enhanced_peer_support_effectiveness)*attempt_rate_by_distress
attempt_rate_lethal_means_treated[Distress_Level]
  = (1 − lethal_means_effectiveness)*attempt_rate_by_distress
attempt_rate_lock_distribution[Distress_Level]
  = (1 − lock_distribution_effectiveness)*attempt_rate_by_distress
attempt_rate_low_touch[Distress_Level]
  = (1 − low_touch_effectiveness)*attempt_rate_by_distress
attempt_rate_partner_storage[Distress_Level]
  = (1 − partner_storage_effectiveness)*attempt_rate_by_distress
attempt_rate_screened[Distress_Level] = (1 − screening_effectiveness)*attempt_rate_by_distress
attempt_rate_TM_gatekeeper[Distress_Level]
  = (1 − TM_gatekeeper_effectiveness)*attempt_rate_by_distress
attempt_rate_TM_storage[Distress_Level]
  = (1 − TM_storage_effectiveness)*attempt_rate_by_distress
attempts_distribution[Low] = 0.04
attempts_distribution[Medium] = 0.15
attempts_distribution[High] = 0.81
base_annual_deaths = 6392
bCBT_effectiveness = 0.55
bCBT_treated_attempts[Distress_Level]
  = attempt_rate_bCBT_treated*Treatment.Treated_with_bCBT
bCBT_treated_suicides[Distress_Level] = death_probability*bCBT_treated_attempts
caring_contacts_effectiveness = 0.5
caring_contacts_suicides[Distress_Level]
  = caring_contacts_treated_suicides + comm_caring_contacts_suicides
caring_contacts_treated_attempts[Distress_Level]
  = attempt_rate_caring_contacts_treated*Treatment.Treated_Caring_Contacts
caring_contacts_treated_suicides[Distress_Level]
  = death_probability*caring_contacts_treated_attempts
change_in_lives_saved = lives_saved − HISTORY(lives_saved, TIME, -1)
comm_caring_contacts_attempts[Distress_Level]
  = attempt_rate_comm_caring_contacts*Treatment.Treated_Comm_Caring_Contacts
comm_caring_contacts_effectiveness = 0.4
comm_caring_contacts_suicides[Distress_Level]
  = death_probability*comm_caring_contacts_attempts
comm_CRP_attempts[Distress_Level]
  = attempt_rate_comm_CRP_treated*Treatment.Treated_with_Comm_CRP
comm_CRP_effectiveness = 0.4
comm_CRP_suicides[Distress_Level] = death_probability*comm_CRP_attempts
comm_lethal_means_attempts[Distress_Level]
  = attempt_rate_comm_lethal_means*Treatment.Treated_Comm_Lethal_Means
comm_lethal_means_effectiveness = 0.3
comm_lethal_means_suicides[Distress_Level] = death_probability*comm_lethal_means_attempts
comm_screened_attempts[Distress_Level]
  = attempt_rate_comm_screening*Treatment.Treated_Comm_Screened
comm_screened_suicides[Distress_Level] = death_probability*comm_screened_attempts
comm_screening_effectiveness = 0.10
CRP_effectiveness = 0.5
CRP_treated_attempts[Distress_Level]
  = attempt_rate_CRP_treated*Treatment.total_treated_with_CRP
CRP_treated_suicides[Distress_Level] = death_probability*CRP_treated_attempts
death_probability = 0.10
distressed_attempts[Distress_Level] = attempt_rate_by_distress
  *MAX(Distress.population_by_distressTreatment.treated, 0)
distressed_suicides[Distress_Level] = death_probability*distressed_attempts
enhanced_peer_support_effectiveness = 0.2
lethal_means_effectiveness = 0.2
lethal_means_suicides = SUM(lethal_means_treated_suicides + comm_lethal_means_suicides)
lethal_means_treated_attempts[Distress_Level]
  = attempt_rate_lethal_means_treated*Treatment.Treated_with_Lethal_Means
lethal_means_treated_suicides[Distress_Level] =
  death_probability*lethal_means_treated_attempts
lives_saved = MAX(base_suicide_deathsSuicide_Deaths, 0)
  Note: base_suicide_deaths is the saved data from running the model with no treatment
lock_distribution_attempts[Distress_Level]
  = attempt_rate_lock_distribution*Treatment.Treated_Lock_Dist
lock_distribution_effectiveness = 0.05
lock_distribution_suicides[Distress_Level] = death_probability*lock_distribution_attempts
low_touch_attempts[Distress_Level] = attempt_rate_low_touch*Treatment.Treated_Low_Touch
low_touch_effectiveness = 0.05
low_touch_suicides[Distress_Level] = death_probability*low_touch_attempts
partner_storage_attempts[Distress_Level]
  = attempt_rate_partner_storage*Treatment.Treated_Partner_Storage
partner_storage_effectiveness = 0.2
partner_storage_suicides[Distress_Level] = death_probability*partner_storage_attempts
peer_support_attempts[Distress_Level]
  = attempt_rate_enhanced_peer_support*Treatment.Treated_Peer_Support
peer_support_suicides[Distress_Level] = death_probability*peer_support_attempts
screened_attempts[Distress_Level] = attempt_rate_screened*Treatment.Treated_Screened
screened_suicides[Distress_Level] = death_probability*screened_attempts
screening_effectiveness = 0.15
TM_gatekeeper_attempts[Distress_Level]
  = attempt_rate_TM_gatekeeper*Treatment.Treated_TM_Gatekeeper
TM_gatekeeper_effectiveness = 0.15
TM_gatekeeper_suicides[Distress_Level] = death_probability*TM_gatekeeper_attempts
TM_storage_attempts[Distress_Level]
  = attempt_rate_TM_storage*Treatment.Treated_TM_Storage
TM_storage_effectiveness = 0.1
TM_storage_suicides[Distress_Level] = death_probability*TM_storage_attempts
underreporting_fraction = 0.37
 ­
Transitions:
high_to_medium_distress_rate = normal_high_to_medium_distress_rate
low_to_medium_distress_rate = normal_low_to_medium_distress_rate
medium_to_high_distress_rate = normal_medium_to_high_distress_rate
medium_to_low_distress_rate = normal_medium_to_low_distress_rate
normal_high_to_medium_distress_rate = 0.25/12
normal_low_to_medium_distress_rate = 0.000562968166781
normal_medium_to_high_distress_rate = 0.00375779213118
normal_medium_to_low_distress_rate = 0.02/12
 ­
Treatment:
average_time_before_giving_up = 1
average_treatment_time = 3.375
bCBT_treatment_distribution[Low] = 0
bCBT_treatment_distribution[Medium] = 0
bCBT_treatment_distribution[High] = 1
capacity_utilization_clinical[Distress_Level] = f(IF TIME < STARTTIME + 6 THEN 100
  ELSE Untreated_Population//desired_treatment_clinical):
  (0.000, 0.000), (0.120, 0.120), (0.240, 0.282), (0.360, 0.455), (0.480, 0.629), (0.600, 0.798), (0.720, 0.897), (0.840, 0.948), (0.960, 0.972), (1.080, 0.987), (1.200, 1.000)
capacity_utilization_community[Distress_Level] = f(IF TIME < STARTTIME + 6 THEN 100
  ELSE Untreated_Population//desired_treatment):
  (0.000, 0.000), (0.120, 0.120), (0.240, 0.282), (0.360, 0.455), (0.480, 0.629), (0.600, 0.798), (0.720, 0.897), (0.840, 0.948), (0.960, 0.972), (1.080, 0.987), (1.200, 1.000)
caring_contacts_capacity = Staffing.caring_contacts_capacity*caring_contacts_treatment_time
caring_contacts_distribution[Low] = 0
caring_contacts_distribution[Medium] = 0.5
caring_contacts_distribution[High] = 0.5
caring_contacts_dropout_rate = 0.02
caring_contacts_treatment_time = 1
clinical_CRP_allocated[Low] = SUM(treating_with_clinical_CRP[Medium:High])
clinical_CRP_allocated[Medium] = treating_with_clinical_CRP[High]
clinical_CRP_allocated[High] = 0
comm_caring_contacts_capacity
  = Staffing.comm_caring_contacts_capacity*caring_contacts_treatment_time
comm_caring_contacts_distribution[Low] = 0.2
comm_caring_contacts_distribution[Medium] = 0.7
comm_caring_contacts_distribution[High] = 0.1
comm_caring_contacts_dropout_rate = 0.03
comm_CRP_allocated[Low] = SUM(treating_with_comm_CRP[Medium:High])
comm_CRP_allocated[Medium] = treating_with_comm_CRP[High]
comm_CRP_allocated[High] = 0
comm_lethal_means_distribution[Low] = 0.4
comm_lethal_means_distribution[Medium] = 0.5
comm_lethal_means_distribution[High] = 0.1
comm_screened_crossover[Distress_Level]
  = crossover_switch*comm_screened_crossover_rate*starting_comm_screening
comm_screening_distribution[Low] = 0.1
comm_screening_distribution[Medium] = 0.7
comm_screening_distribution[High] = 0.2
comm_to_VA[Distress_Level] = seek_VA_treatment_distribution*desired_comm_to_CRP
community_treated_bCBT[Distress_Level]
  = SUM(comm_LM_crossover_to_bCBT + comm_screened_crossover_to_bCBT)
community_treated_CRP[Distress_Level] = comm_LM_crossover_to_CRP
  + comm_screened_crossover_to_CRP + treating_with_clinical_CRP
cross_treating_external_capacity_fraction = 1
CRP_treatment_distribution[Low] = 0.1
CRP_treatment_distribution[Medium] = 0.45
CRP_treatment_distribution[High] = 0.45
CRP_treatment_flows[Distress_Level] = treating_at_VA + treating_with_clinical_CRP
  + treating_with_comm_CRP
desired_caring_contacts[Distress_Level] =
  caring_contacts_distribution*Staffing.caring_contacts_capacity
desired_comm_caring_contacts[Distress_Level]
  = comm_caring_contacts_distribution*Staffing.comm_caring_contacts_capacity
desired_comm_lethal_means[Distress_Level]
  = comm_lethal_means_distribution*Staffing.comm_lethal_means_capacity
desired_comm_screening[Distress_Level]
  = comm_screening_distribution*Staffing.comm_screening_capacity
desired_comm_to_clinical_CRP[Distress_Level]
  = seek_clinical_CRP_distribution*desired_comm_to_CRP
desired_comm_to_comm_CRP[Distress_Level]
  = seek_comm_CRP_distribution*desired_comm_to_CRP
desired_comm_to_CRP[Distress_Level] = screening_positive_rate*starting_comm_screening
desired_lock_distribution[Distress_Level]
  = lock_dist_distribution*Staffing.lock_distribution_capacity
desired_low_touch[Distress_Level] = low_touch_distribution*Staffing.low_touch_capacity
desired_partner_storage[Distress_Level]
  = partner_storage_distribution*Staffing.partner_strategic_storage_capacity
desired_peer_support[Distress_Level]
  = peer_support_distribution*Staffing.enhanced_peer_support_capacity
desired_screening[Distress_Level] = screening_distribution*Staffing.screening_capacity
desired_TM_gatekeeper[Distress_Level]
  = TM_gatekeeper_distribution*Staffing.trusted_messenger_gatekeeper_capacity
desired_TM_storage[Distress_Level]
  = TM_storage_distribution*Staffing.trusted_messenger_strategic_storage_capacity
desired_treatment[Distress_Level] = desired_TM_gatekeeper + desired_TM_storage
  + desired_caring_contacts + desired_comm_caring_contacts + desired_comm_lethal_means
  + desired_comm_screening + desired_lock_distribution + desired_low_touch
  + desired_partner_storage + desired_peer_support + desired_screening
desired_treatment_clinical[Distress_Level] = desired_caring_contacts + desired_comm_to_CRP
  + desired_comm_to_clinical_CRP + desired_screening
effective_comm_CRP_capacity = SUM(capacity_utilization_community)
  /SIZE(Distress_Level)*Staffing.suicide_management_capacity
effective_CRP_capacity = SUM(capacity_utilization_clinical)/SIZE(Distress_Level)
  *Staffing.CRP_capacity
in_treatment[Distress_Level] = treated + Waiting_Or_In_Treatment
lethal_means_treatment_distribution[Low] = 0.1
lethal_means_treatment_distribution[Medium] = 0.5
lethal_means_treatment_distribution[High] = 0.4
lock_dist_distribution[Low] = 0.4
lock_dist_distribution[Medium] = 0.5
lock_dist_distribution[High] = 0.1
low_touch_distribution[Low] = 0.4
low_touch_distribution[Medium] = 0.5
low_touch_distribution[High] = 0.1
normal_death_rate = (1/40)/12
other_treatments[Distress_Level] = "treating_with_CRP/SPI" + referring_to_bCBT
  + treating_with_lethal_means
partner_storage_distribution[Low] = 0.4
partner_storage_distribution[Medium] = 0.5
partner_storage_distribution[High] = 0.1
peer_support_distribution[Low] = 0
peer_support_distribution[Medium] = 0.4
peer_support_distribution[High] = 0.6
screening_distribution[Low] = 0.1
screening_distribution[Medium] = 0.5
screening_distribution[High] = 0.4
screening_positive_rate = 0.2
seek_clinical_CRP_distribution[Low] = 0
seek_clinical_CRP_distribution[Medium] = 0.1
seek_clinical_CRP_distribution[High] = 0.2
seek_comm_CRP_distribution[Low] = 0.03
seek_comm_CRP_distribution[Medium] = 0.07
seek_comm_CRP_distribution[High] = 0.10
seek_VA_treatment_distribution[Low] = 0.02
seek_VA_treatment_distribution[Medium] = 0.33
seek_VA_treatment_distribution[High] = 0.40
time_to_lose_comm_lethal_means_impact = 3
time_to_lose_comm_screening_impact = 1
time_to_lose_distribution_impact = 1
time_to_lose_low_touch_impact = 1
time_to_lose_partner_storage_impact = 2
time_to_lose_peer_support_impact = 3
time_to_lose_screening_impact = 1
time_to_lose_TM_gatekeeper_impact = 3
time_to_lose_TM_storage_impact = 3
time_to_seek_treatment = 0.5
TM_gatekeeper_distribution[Low] = 0.1
TM_gatekeeper_distribution[Medium] = 0.7
TM_gatekeeper_distribution[High] = 0.2
TM_storage_distribution[Low] = 0.4
TM_storage_distribution[Medium] = 0.5
TM_storage_distribution[High] = 0.1
total_treated_with_CRP[Distress_Level] = Treated_with_CRP + Receiving_bCBT_Treatment
treated[Distress_Level] = treated_short_term + treated_long_term
treated_long_term[Distress_Level] = Receiving_bCBT_Treatment + Treated_Caring_Contacts
  + Treated_Comm_Caring_Contacts + Treated_with_CRP + Treated_with_CRP_at_VA
  + Treated_with_Comm_CRP + Treated_with_Lethal_Means + Treated_with_bCBT
treated_short_term[Distress_Level] = Treated_Comm_Lethal_Means + Treated_Comm_Screened
  + Treated_Lock_Dist + Treated_Low_Touch + Treated_Partner_Storage
  + Treated_Peer_Support + Treated_Screened + Treated_TM_Gatekeeper
  + Treated_TM_Storage
treatment_capacity = Staffing.bCBT_capacity*average_treatment_time
treatment_dropout_rate = 0.01
treatment_switch = 0
treatment_time = average_treatment_time
Untreated_Population[Distress_Level]
  = MAX(Distress.population_by_distressin_treatment, 0)
Waiting_Or_In_Treatment[Distress_Level] = Self_referral_To_Treatment + Comm_Screening
  + Receiving_Caring_Contacts + Receiving_Comm_Caring_Contacts
  + Receiving_bCBT_Treatment + Screening + Waiting_For_bCBT_Treatment
 ­
Graphical functions:
capacity_utilization_clinical: As we approach capacity, efficiency tapers off.
Systems 13 01039 i001
 ­
capacity_utilization_community: As we approach capacity, efficiency tapers off.
Systems 13 01039 i002
 ­
Staffing.Screening_Reach: Sample staffing function for Cohort 4. All staffing functions show the resources for that treatment over time.
Systems 13 01039 i003

References

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Figure 1. Population stocks in the suicide prevention model.
Figure 1. Population stocks in the suicide prevention model.
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Figure 2. BCBT treatment path. Additional pathways from screening not shown.
Figure 2. BCBT treatment path. Additional pathways from screening not shown.
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Figure 3. Annual data update balancing feedback loop.
Figure 3. Annual data update balancing feedback loop.
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Figure 4. Lives saved after 10 years for Cohort 1 investments only (solid blue line), after adding the Cohort 2 investments in year 2 (dashed red line), and after adding Cohort 3 halfway through year 2 and Cohort 4 in year 3 (dotted green line).
Figure 4. Lives saved after 10 years for Cohort 1 investments only (solid blue line), after adding the Cohort 2 investments in year 2 (dashed red line), and after adding Cohort 3 halfway through year 2 and Cohort 4 in year 3 (dotted green line).
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Figure 5. Lives saved sensitivity to the population distribution.
Figure 5. Lives saved sensitivity to the population distribution.
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Figure 6. Lives saved sensitivity to suicide attempt distribution.
Figure 6. Lives saved sensitivity to suicide attempt distribution.
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Figure 7. Lives lost despite clinical CRP treatment for varying CRP effectiveness.
Figure 7. Lives lost despite clinical CRP treatment for varying CRP effectiveness.
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Table 1. Clinical interventions with their effectiveness and permanence.
Table 1. Clinical interventions with their effectiveness and permanence.
InterventionEffectivenessPermanence
Screening [22]0.151 month
Brief Cognitive Behavior Therapy (BCBT) [16,17]0.55permanent
Crisis Response Planning (CRP) [18,19]0.50permanent
Caring Contacts [23]0.50permanent
Table 2. Strategic storage interventions with their effectiveness and permanence.
Table 2. Strategic storage interventions with their effectiveness and permanence.
InterventionEffectivenessPermanence
Lock Distribution0.051 month
Trusted Messenger Strategic Storage0.103 months
Partner Strategic Storage0.202 months
Enhanced Strategic Storage0.303 months
Table 3. Community interventions with their effectiveness and permanence.
Table 3. Community interventions with their effectiveness and permanence.
InterventionEffectivenessPermanence
Screening0.101 month
Caring Contacts0.40permanent
Low Touch0.051 month
Trusted Messenger Gatekeeper0.153 months
Enhanced Peer Support0.203 months
Crisis Response Planning (CRP)0.40permanent
Table 4. Cohort 1 grantees’ estimated annual veteran reaches.
Table 4. Cohort 1 grantees’ estimated annual veteran reaches.
YearScreeningBCBTCRP
115,00025713724
230,00033215724
345,00040717724
460,00048219724
575,000557111,724
690,000632113,724
7105,000707115,724
8120,000782117,724
9135,000857119,724
Table 5. Cohort 1 plus Cohort 2 grantees’ estimated annual veteran reaches.
Table 5. Cohort 1 plus Cohort 2 grantees’ estimated annual veteran reaches.
YearScreeningBCBTCRP
115,00025713724
227,784272512,750
342,784327015,300
457,784392418,360
572,784470922,032
687,784565126,438
7102,784678131,726
8117,784813738,071
9132,784976445,686
Table 6. Cohort 2 grantees’ estimated annual veteran reaches for community interventions. Abbreviations used in the header: SS: Strategic Storage, TM: Trusted Messenger.
Table 6. Cohort 2 grantees’ estimated annual veteran reaches for community interventions. Abbreviations used in the header: SS: Strategic Storage, TM: Trusted Messenger.
YearScreeningPartner SSEnhanced SSTM SSCRP
100000
299,162183117,8127155638
3118,994219721,3748586766
4142,793263725,64910308119
5171,352316430,77912369742
6205,622379736,935148311,691
7246,747455644,322177914,029
8296,096546753,186213516,835
9355,315656163,824256220,202
Table 7. Cohorts 1–4 grantees’ estimated annual veteran reaches.
Table 7. Cohorts 1–4 grantees’ estimated annual veteran reaches.
YearScreeningBCBTCRP
115,00025713724
227,784272512,750
2.527,784386418,662
344,558698922,313
459,558838726,776
574,55810,06432,131
689,55812,07738,557
7104,55814,49246,268
8119,55817,39155,522
9134,55820,86966,626
Table 8. Cohorts 2–4 grantees’ estimated annual veteran reaches for community interventions. Abbreviations used in the header: SS: Strategic Storage, Mess: Messenger.
Table 8. Cohorts 2–4 grantees’ estimated annual veteran reaches for community interventions. Abbreviations used in the header: SS: Strategic Storage, Mess: Messenger.
YearScreeningPartner
SS
Enhanced SSTrusted Mess SSCRPCaring
Contacts
1000000
299,162183117,81271556380
2.5100,162183120,81271556380
3345,162433133,312681225,988510
4414,194519739,974817431,186612
5497,033623747,969980937,423734
6596,440748457,56311,77144,907881
7715,728898169,07614,12553,8891058
8858,87410,77782,89116,95064,6661269
91,030,64812,93299,46920,34177,6001523
Table 9. Population distress scenarios.
Table 9. Population distress scenarios.
Case% Low% Moderate% High
Base Case73234
Original77194
Fewer High75232
More High71236
Table 10. Suicide attempt scenarios.
Table 10. Suicide attempt scenarios.
Case% Low% Moderate% High
Base Case41581
Original1990
Fewer High102070
Table 11. Clinical CRP effectiveness scenarios.
Table 11. Clinical CRP effectiveness scenarios.
CaseCRP Effectiveness
Lower0.35
Base Case0.50
Higher0.65
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MDPI and ACS Style

Chichakly, K.J.; Dondanville, K.A.; Fina, B.A.; Tyler, H.C.; Rozek, D.C. Veteran Suicide Prevention in the USA: Evaluating Strategies and Outcomes Within Face the Fight. Systems 2025, 13, 1039. https://doi.org/10.3390/systems13111039

AMA Style

Chichakly KJ, Dondanville KA, Fina BA, Tyler HC, Rozek DC. Veteran Suicide Prevention in the USA: Evaluating Strategies and Outcomes Within Face the Fight. Systems. 2025; 13(11):1039. https://doi.org/10.3390/systems13111039

Chicago/Turabian Style

Chichakly, Karim J., Katherine A. Dondanville, Brooke A. Fina, Hannah C. Tyler, and David C. Rozek. 2025. "Veteran Suicide Prevention in the USA: Evaluating Strategies and Outcomes Within Face the Fight" Systems 13, no. 11: 1039. https://doi.org/10.3390/systems13111039

APA Style

Chichakly, K. J., Dondanville, K. A., Fina, B. A., Tyler, H. C., & Rozek, D. C. (2025). Veteran Suicide Prevention in the USA: Evaluating Strategies and Outcomes Within Face the Fight. Systems, 13(11), 1039. https://doi.org/10.3390/systems13111039

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