The approach to assessing the value of further investment in the development of the smart stent comprised:
The approach presented in this study is multifaceted as it explores the potential value of a technology for both clinicians and patients through qualitative engagement and quantitative CUA, as well as the potential value for developers and investors through the rNPV analysis. Both the CUA and the rNPV model were constructed using Microsoft Excel for Microsoft 365 MSO (Version 2206 Build 16.0.15330.20260).
2.2. Cost-Utility Analysis (CUA)
Following the clinician engagement and a review of published relevant literature, a CUA was conducted. Given the results of the stakeholder engagement (see
Section 3), the CUA and rNPV analysis were restricted to the interventional use case. The CUA estimated, given an assumed effectiveness level in graft failure reduction, the potential incremental net monetary benefit (INMB), i.e., the headroom price of the smart AVG over its comparator, ePTFE grafts. The INMB provides an estimate of the potential maximum price premium that the smart AVG might achieve over the ePTFE graft such that it could still be considered cost-effective at a given willingness-to-pay threshold. The CUA comprised a decision analytic model (
Figure 1) with a decision tree modeling initial outcomes following graft placement and a Markov model of longer-term outcomes, including stenosis/failure (over a 5-year horizon).
The decision tree started with a decision node that considers the choice between the placement of an ePTFE graft and a smart AVG for incident hemodialysis patients. This was followed by three chance nodes for both arms of the tree. The first chance node was dichotomous, between maturing grafts and death. The next chance node follows the maturation stage and branches into non-maturation, mature/functional, and death. The final chance node is from the non-maturation branch (at which point there is an intervention or surgical revision due to non-maturation) and gives rise to the possibility of functionality (after intervention), new access (which is assumed in this study to be a central venous catheter (CVC)) and death. The outcomes of the initial graft placement were assumed to be the same for both the smart AVG and ePTFE grafts, as the smart AVG functionality was assumed not to affect the success of the initial implantation.
Patients in the functional graft state at the end of the decision tree entered the Markov model. The Markov model covered a 5-year (60-month) horizon with monthly cycles at the end of which patients may transition to a different health state. This time frame was deemed appropriate given the survival probability of hemodialysis patients (5-year survival probability estimated to be 43% of incident patients [
19]). The model had four mutually exclusive health states: functioning graft state, failed graft state, CVC state (change in access after failure was assumed to be CVC), and death. Patients entering the functional graft state could transition to the failed state or death. Those in the failed graft state could transition back to functionality (following percutaneous or surgical interventions) or transition to the CVC state (if there was a failure to restore patency) or death. Within the CVC state, patients could only transition to the death state. Patients in the CVC state were assumed to be CVC-committed after repeated attempts to restore patency failed.
The decision tree and Markov model structures were taken from the study by Leermakers et al. [
20]. A US Medicare/Medicaid perspective was chosen as the US is the current market focus of the developers and the technology currently has its patent filed in the US. An annual discount rate of 3% was applied to both future costs and outcomes according to the recommendations of the Institute for Clinical and Economic Review (ICER) [
21]. A willingness-to-pay threshold of
$100,000 per QALY was used in this study. ICER [
21] recommends reporting health benefit price benchmarks using a range of
$100,000 to
$150,000 per QALY; taking a conservative stance, the lower end of this range was used. Parameters of the CUA, including the utilities, transition probabilities, and costs, were derived from the literature with details provided in
Table 1 (further details are provided in the
Appendix A). The decision tree and Markov model structures are illustrated in
Figure 1.
2.4. Risk-Adjusted Net Present Value (rNPV) Analysis
The rNPV represents the expected net present value of the smart AVG in terms of discounted future net cash flows, taking into account the probability of success at the end of each stage of development and the eventual probability of the technology successfully getting to the market [
29,
30]. The rNPV model is linked to the CUA through the INMB, which is used as the unit cost for the smart AV graft. The main steps of the rNPV analysis are outlined below:
- a.
Defining the technology life cycle/rNPV time horizon
An appropriate time horizon should be selected to capture the relevant net future cash flows fully. For this study, a time horizon from concept development to 10 years post-market was used. A start year of 2023 was assumed for concept development, as this has already been underway. Development and approval were assumed to take 12 years [
31]. A 10-year time horizon was assumed for sales based on remaining patent exclusivity and the likely development of competitor technologies. The total time horizon was, hence, 22 years (from 2023 to 2044), with 2023 serving as the present year for the estimated rNPV.
- b.
Identifying relevant (future) cash flows
Cash outflows comprised the costs of development and approval, the cost of goods sold (COGS), and selling, general and administrative expenses (SG&A). Development costs are outlined in
Table 2. The COGS comprises all the costs directly incurred for the production of goods sold, including material and labor costs [
32], and is assumed to be
$100 per device. The SG&A was assumed to be 30% of sales revenue [
33,
34,
35]. The interventional smart AVG was assumed to be a class III FDA device similar to currently used AVGs and based on classification descriptions by the FDA [
36]. Accordingly, the average costs and timescale for the development and approval of class III devices were used [
31]. This was estimated from a survey of over 200 medical technology companies [
31]. Costs have been inflated to 2023 using steps outlined by ICER [
21] (more details have been provided in the
Appendix A). Probabilities of success by the stage of development were obtained from Sertkaya et al. [
37].
Cash inflows comprised revenue from the sale of smart AVGs from 2035 to 2044. The unit price of the smart AVG was the INMB/headroom price obtained from the CUA. It should be noted that the INMB from the CUA is slightly understated as the technology cost of the ePTFE grafts was not included in the analysis. To rectify this, the COGS of the smart AVG was estimated as the additional manufacturing cost over the cost of the ePTFE graft. It was assumed that if a smart graft were to be launched, the cost of the ePTFE graft would reduce towards the average cost of production due to competition. The potential market size for AV grafts was estimated for each year from 2035 to 2044 based on OECD US population projections [
38] and recent rates of AVG use in the US as reported by the US Renal Data System (USRDS) [
19]. The mean incidence of hemodialysis cases per year from 2000–2019 was calculated to be 343.7 cases/million persons in the US population. From the USRDS reports, at the initiation of hemodialysis, most patients have a central venous catheter but transition to an AVG or AVF by 18 months. Recent reports show that after 18 months, about 16.9% (16.8% for those starting in 2017 and 17% for 2018) of patients initiating hemodialysis eventually end up with an AVG [
19]. Using the average incidence of hemodialysis and US population projections by the OECD [
38], hemodialysis cases for 2035–2045 were estimated. Of these estimates, 16.9% represented the AVG market size for each respective year. The market penetration was assumed to be 15% for the first year of sales and assumed to increase by 15 percentage points each subsequent year till 2039, after which the market penetration was assumed to stay at 75% till 2044. The total forecasted unit sales from 2035 to 2044 was estimated to be 130,368. The market size estimates and forecasted sales by year are shown in
Table 3.
- c.
Identifying the “risk” in rNPV
The “risk” in the rNPV analysis refers to the risk of failure or, conversely, the probability of success of development. The probabilities of success estimated by Sertkaya et al. [
37] were used in this rNPV analysis. Sertkaya et al. [
37] estimated the probability of success from the nonclinical stages of development to the feasibility trial stage as approximately 46.9%. This probability was assumed to represent the probability from concept development to clinical safety trial, and the probabilities of each of the stages that this is comprised were assumed to be equal and derived accordingly. The probability of success for each of these three stages (concept development, clinical unit development, and IDE application) was hence estimated as 77.8%. The developmental stages and their respective probabilities of success are outlined in
Table 2.
- d.
Selecting an rNPV discount rate
Expected future cash flows are discounted to account for the time value of money. The discount rate used reflects the opportunity cost of capital (OCOC). The opportunity cost of capital is the expected rate of return from the next best alternative investment of a similar risk level [
37,
39] and, hence, the minimum rate of return required for an investment to be seen as attractive. In practice, the discount rate may simply be the cost of capital, which is the rate of return needed to satisfy shareholders and debt holders [
39]. The cost of capital may be expressed as a weighted average cost of capital (WACC), which is a weighted average of the cost of debt capital and the cost of equity capital [
40]. However, as DiMasi et al. [
41] and others [
42] have pointed out, most financing in this sector is through equity, so the WACC is often dominated by the cost of equity capital. The cost of equity capital has been estimated to be between 9.2 and 11.4% for the medical device sector [
43]. An OCOC/discount rate of 10.4%, an average by Sertkaya et al. [
37] was used.
- e.
Calculating rNPV
The risk-adjusted net cash flow was calculated as the difference between the probability-weighted cash inflows and outflows. No cash inflows are expected until sales begin after premarket approval (PMA). The rNPV was computed using the following formula:
where rNC
t = risk-adjusted net cash flow for year t;
disc = discount rate;
n = end year.
This analysis only used present costs and future costs with 2023 as year 0. Past costs may be incorporated in the calculation, with t assuming a negative figure, which effectively increases rather than discounts as the denominator ((1 + disc)t) takes on a value of less than 1. Past costs will also have to be inflated to the present year before being included in the analysis. An rNPV greater than zero implies that the expected return on investment is greater than the (opportunity) cost of capital over the duration of the project and, hence, potentially profitable/commercially viable.
- f.
Sensitivity Analysis (rNPV)
A two-way sensitivity analysis was conducted using an Excel data table. rNPVs were estimated for varying levels of smart AVG effectiveness and cumulative probabilities of success. For the two-way analysis, it was necessary to define the probability of success of each of the stages of development as a simplified function of the cumulative probability. It should be noted that different individual probabilities of success can accumulate to the same cumulative probability. Given that the development costs are weighted by the probability of success for the respective stage, it was necessary to ensure that the weighting for the stage costs retained their proportionality even when the cumulative probability is altered. As almost all stages of development had comparable probabilities, i.e., ranging between 75% to 80%, they were assumed to be equal. The probability of success for the clinical safety study used in the base–case rNPV model was, however, 48%. To obtain a similar probability as the other stages, this stage was split into three, each with a probability of success of 78.30%. With this, there were eight stages of development, from concept development to premarket (PMA) approval, compared to six in the base–case model. Following this, the cumulative probability could be defined as a function of the individual probabilities with the equation:
where
X = the cumulative probability;
y = the individual probabilities of each stage of development.
Using this equation, the individual probability of success was 78.03% which cumulates to 13.75%.
Table 4 shows the changes made to the probabilities of success for the sensitivity analysis.