1. Introduction
Guinea pigs (
Cavia porcellus) are an important small livestock in the Andean countries that play a great role in the nutrition of households and local markets and food security [
1]. As Pinchao-Pinchao et al. [
2] emphasized, the guinea pig production is a key to sustainable food security and food sovereignty in South America, as it is a nutritious food that promotes household health and faces the constant challenges in breeding and production systems. Kambashi [
3] described the assessment of tropical forage crop species as feed products to swine in the Democratic Republic of the Congo, western provinces, and the nutritional properties and their capacity to improve local livestock feeding systems. Productivity is, however, limited by the mineral makeup of the feeds that are available. The deficiencies in soils of zinc (Zn) and iron (Fe) are typical of the tropical and subtropical agricultural soils that result in the development of poor forage in micronutrient composition and limited ability of livestock to gain access to them [
4,
5]. Hill and Shannon [
6] showed that the deficiency of copper (Cu) and Zn significantly decreased growth performance, immune responsiveness, and metabolic stability of livestock. Antagonisms associated with minerals and high phytate diets were major limits to Cu and Zn absorption, exposing these minerals to deficiency [
7,
8]. Bioavailability of organic mineral sources was better than that of inorganic sources of minerals and led to better physiological and productive results [
9].
Zinc and Fe are also necessary trace minerals that are needed in many metabolic processes and physiological processes. Zn plays the role of protein synthesis, the activation of enzymes, the integrity of epithelial cells, and immune strength [
10,
11], but iron plays a vital role in oxygen transport, mitochondrial activity, and cellular respiration [
12,
13]. Poor consumption of these minerals may slow the growth rate, worsen the use of nutrients, and undermine the development of tissues in monogastric organisms [
14,
15]. Mineral supplementation among smallholders can be expensive or unavailable; there is a need to seek alternatives that supplement the nutrient content at the base of livestock feed.
The use of agronomic biofortification to improve the micronutrient content of crops with the help of fertilizers has become one of the promising strategies to elevate the levels of Zn and Fe in edible plant tissues [
5,
16]. Legumes like alfalfa (
Medicago sativa L.) are heavily different in nutrient-uptake efficiency among cultivars, and mineral fertilization can have a significant effect in altering the forage quality [
17]. Alfalfa is a significant guinea pig forage because of the high protein and digestible fiber content, although the inherent mineral profile of the forage largely varies with genotype, soil nutrient status, and agronomic management [
18,
19].
Even though biofortification has been associated with the enhancement of mineral quality of forages in other livestock, very little is known about the effect of Zn–Fe-enriched alfalfa on growth performance, feed efficiency, mineral deposition, and meat-quality attributes in guinea pigs. Past studies in rabbits, pigs, and poultry have shown mixed effects in response to Zn or Fe supplementation, mostly owing to physiological constraints to mineral absorption and homeostatic control [
9,
20,
21]. None of the studies has combined agronomic, nutritional, and multivariable analytical techniques to study the forage biofortification–animal performance outcome continuum, as is the case in guinea pigs. Furthermore, agronomic biofortification of forages offers a low-cost and scalable strategy to enhance the micronutrient content of animal diets at the production stage, with minimal changes to existing farming practices [
22]. Alfalfa (
Medicago sativa L.) is a key forage in smallholder systems due to its high biomass yield, protein content, and adaptability, making it an attractive candidate for Zn–Fe biofortification. Guinea pigs (
Cavia porcellus) play an important role in food security and household income in many Andean and peri-urban regions, where they are raised under resource-constrained conditions and rely heavily on forages as the primary feed source [
23]. Improving the micronutrient quality of forages consumed by guinea pigs may therefore enhance feed efficiency, growth performance, and the nutritional value of meat without increasing production costs. Although agronomic biofortification of crops with Zn and Fe has been widely investigated in plant and human nutrition, evidence remains limited in monogastric herbivores, particularly regarding how different forage cultivars respond to biofortification and how these responses interact with animal sex. Currently, it is unclear whether Zn–Fe biofortification of alfalfa produces consistent effects across alfalfa varieties, whether such effects translate into measurable differences in growth performance, feed efficiency, and tissue mineral deposition, and whether sex-dependent responses modulate these outcomes. Addressing these knowledge gaps is essential for assessing the practical relevance of forage biofortification strategies in smallholder guinea pig production systems.
Therefore, the objective of this study was to evaluate the effects of Zn–Fe biofortified alfalfa, alfalfa variety, and sex on growth performance, feed efficiency, mineral deposition, and selected meat-quality traits in guinea pigs, using a multi-factorial experimental approach.
2. Materials and Methods
2.1. Study Site and Ethical Approval
The experiment was carried out at the Huasacache Experimental Farm of the Catholic University of Santa María in Arequipa, Peru, located at 16°27′28.42″ S latitude and 71°33′59.13″ W longitude, at an elevation of 2209 m above sea level [
24]. All procedures involving animals followed international ethical standards, including ARRIVE guidelines, UK animal research regulations, and European standards for the protection of animals used in scientific procedures. The project was approved by the Institutional Research Ethics Committee of the university under Resolution Nº 162-2024 [
24].
2.2. Experimental Animals and Housing
Forty-eight weaned guinea pigs of the Peru meat-type breed were selected for the study. Animals were approximately 21 days old, with an initial average body weight of 0.30 kg. They were housed in 1.5-square-meter pens under controlled environmental conditions of 21 degrees Celsius and 45 percent relative humidity. All animals received free access to clean water and forage. Each pen housed three males and three females to maintain balanced sex representation across treatments [
25].
2.3. Experimental Design and Animal Management
The experiment was conducted using a fully randomized multi-factorial design incorporating biofortification dose, alfalfa variety, and sex as fixed factors. Biofortification consisted of two fertilization levels: a control treatment using non-fortified alfalfa and an enriched treatment in which alfalfa was biofortified through foliar application of zinc sulfate and ferrous sulfate at a rate of 2 kg ha−1 each. Four alfalfa (Medicago sativa L.) cultivars were evaluated: Cuf 101, Moapa 69, California 55, and Yaragua. Both female and male guinea pigs were included to account for potential sex-related differences in performance and mineral metabolism.
Factor A (Biofortification dose) consisted of two levels:
D1 (control diet, non-fortified alfalfa): Zn 0 kg ha−1 + Fe 0 kg ha−1
D2 (enriched diet, alfalfa biofortified with Zn–Fe): Zn 2 kg ha−1 + Fe 2 kg ha−1
Factor B (Alfalfa variety) included four levels:
Cuf 101, Moapa 69, California 55, Yaragua
Factor C (Sex) included two levels:
female, male
The factorial structure of the study was 2 × 4 × 2 (biofortification dose × alfalfa variety × sex), yielding 16 theoretical treatment combinations.
2.3.1. Animal Allocation and Experimental Unit
A total of 48 weaned guinea pigs were used in the experiment. Although the factorial structure comprised 16 combinations, animals were physically managed in eight feeding groups, each defined by a unique combination of biofortification dose and alfalfa variety (2 × 4). Each feeding group consisted of six animals, with three males and three females, resulting in a total of 48 animals.
Animals were randomly allocated to feeding groups to ensure balanced representation of sex across all treatments. In this study, the term “group” refers to a feeding management unit (diet × alfalfa variety) rather than a statistical treatment replicate. Sex was not applied as a separate physical treatment but was recorded for each animal and included as a fixed factor in the statistical analysis.
The individual animal was considered the experimental unit for all statistical analyses, as all performance, intake, and mineral measurements were collected at the individual-animal level. As a result, the study did not include independent replication of all 16 factorial combinations at the group level, and interaction effects were interpreted accordingly [
3].
2.3.2. Sample Size Determination
Sample size was determined based on practical and ethical constraints, including animal availability, housing capacity, and resource limitations, rather than through a formal a priori power analysis. The use of 48 animals allowed balanced representation across biofortification levels, alfalfa varieties, and sex within the factorial framework. However, this resulted in limited replication per factorial cell (
n = 3), which constrained statistical power, particularly for interaction effects [
26]. Accordingly, the study was designed as an exploratory investigation, and all statistical inferences were interpreted with appropriate caution. Future studies should incorporate a priori power calculations to establish optimal sample sizes for detecting biologically meaningful effects.
2.3.3. Feeding Management and Performance Measurements
Guinea pigs were fed their assigned experimental diets ad libitum throughout the experimental period. Feed offered and refusals were recorded daily for each animal to estimate individual feed intake. Body weight was measured at the start of the experiment and at regular intervals thereafter using a digital scale. Average daily gain (ADG) was calculated as the difference between final and initial body weight divided by the duration of the feeding period, and feed conversion ratio (FCR) was calculated as the ratio of total feed intake to body weight gain [
27].
At the end of the feeding trial, muscle samples were collected from each animal for mineral analysis. Samples were oven-dried, ground, and subjected to acid digestion. Zinc and iron concentrations were quantified using atomic absorption spectrophotometry or inductively coupled plasma optical emission spectrometry (ICP-OES), following established analytical protocols [
28].
2.4. Biofortification Procedure
Four alfalfa (
Medicago sativa L.) varieties were cultivated under two fertilization regimes. Biofortification was performed via foliar application of Zinc sulfate heptahydrate (ZnSO
4·7H
2O, 21% Zn) and Ferrous sulfate heptahydrate (FeSO
4·7H
2O, 20% Fe). Applications were made 20 days after cutting, following standard agronomic techniques. Weekly forage sampling (across four cuts) was conducted to determine Zn and Fe concentrations. Biofortification significantly increased mineral concentrations across all varieties, with
California 55 and
Yaragua showing the highest Fe accumulation under D2 [
11].
2.5. Diet Formulation and Feeding
Two stages of diet were created as starter (0–21 days) and growth (21–56 days) based on NRC recommendations of guinea pigs. Diets were identical in terms of the concentrate formulation; the only difference between treatments was that the traditional alfalfa was substituted by bio-fortified or non-bio-fortified alfalfa among the four varieties. Most of the leading ingredients were green alfalfa, yellow corn, wheat bran, soybean meal, whole soy flour, calcium phosphate, salt, DL-methionine, lysine, and choline chloride. Diet quantities and chemical compositions of both diet phases. During the trial, animals were fed and given water ad libitum.
2.6. Growth Performance Measurements
The initial weight of individual animals was measured, and respective weights were measured on a weekly basis at the onset of the experiment and consistently in the morning before feeding. The weight gain per week was calculated by determining the difference between the weights of the successive weeks. The pen level was used to calculate the amount of feed fed to the animals by subtracting the level of feed refusals, and the sum of the figures was converted to dry matter. The feed to the total body-weight gain ratio and the total dry matter intake ratio were determined as the ratio was lower, the higher the efficiency of the feed intake was.
2.7. Slaughter Procedure and Sample Collection
Three animals of each treatment replica were then chosen to be slaughtered after humane practices, including stunning, incision on the jugular, bleeding, scalding, depilation, evisceration, and cooling on ice for eight hours. A sample of muscle with a weight of about five to six grams was taken from the belly area to be analysed in terms of minerals.
2.8. Laboratory Analysis of Zn and Fe
The determination of Zn and Fe concentrations in guinea pig muscle was carried out using a standardized wet-digestion mineral extraction protocol followed by atomic absorption spectrophotometry. Approximately 5–6 g of fresh belly muscle was weighed and subjected to acid digestion in a 200 mL Erlenmeyer flask containing 15 mL of concentrated nitric acid (HNO
3). Samples were heated to 100 ± 5 °C and maintained under reflux for 30 min to ensure complete oxidation of organic matter. After cooling, 5 mL of 30% hydrogen peroxide (H
2O
2) was added to enhance digestion efficiency and eliminate residual organic compounds, after which samples were reheated to 100 ± 5 °C for an additional 30 min. The resulting clear digest was allowed to cool, diluted appropriately, and filtered prior to mineral determination. Quantification of Zn and Fe was performed using AAS, ensuring high analytical sensitivity and precision [
28]. Final mineral concentrations were expressed as mg kg
−1 on a wet-weight basis to reflect physiologically relevant tissue levels.
2.9. Statistical Analysis
Statistical analyses were conducted using a multi-factorial analysis of variance (ANOVA) within a General Linear Model (GLM) framework, with the individual animal as the experimental unit. Fixed factors included biofortification dose (D1, D2), alfalfa variety (four levels), and sex (male, female). For variables measured repeatedly over time (body weight, feed intake, and feed conversion ratio), diet × time models were applied. Average daily gain was analyzed using factorial ANOVA across sampling intervals.
The statistical model tested main effects, all two-way interactions, and the three-way interaction (biofortification × alfalfa variety × sex). When interaction effects were statistically significant (p < 0.05), Tukey’s honestly significant difference (HSD) test was used for post hoc comparisons. The three-way interaction was not statistically significant for the evaluated response variables and is therefore not discussed further. Results are reported as F-values, degrees of freedom, p-values, and partial eta squared (η2p).
All analyses were performed in R (version 4.2.3). ANOVA and post hoc tests were conducted using the agricolae package (version 1.3-7) and figures were generated using ggpubr (version 0.6.2). In addition to univariate analyses, multivariate approaches including principal component analysis (PCA) using FactoMineR (version 2.12) package, uniform manifold approximation and projection (UMAP), heatmaps, hierarchical clustering, and stream-transition plots were applied to explore multivariate relationships among growth performance, mineral accumulation, and diet–phenotype interactions.
3. Results
The findings on the feeding trial demonstrate the existence of distinct variations in performance and mineral responses according to biofortification doses, types of alfalfa, and gender of the guinea pigs. Cumulatively, biofortification in terms of Zn and Fe did not affect the increase in live weight but resulted in a quantifiable change in terms of feed-to-fatten ratio. The difference between the varieties and sex turned out to be the greatest factors of growth and mineral deposition series during the study.
The feeding trial revealed clear and quantifiable differences in growth performance and feed utilization between the control diet (D1) and the enriched diet with alfalfa biofortified with Zn–Fe (D2) over the 50-day period. Body weight increased steadily in both groups from an initial value of approximately 370–372 g at Day 0. From Day 14 onward, animals fed the enriched diet consistently maintained higher body weights than those fed the control diet. For example, at Day 21, body weight was about 435 g in D2 compared with ~428 g in D1, and by Day 35 the difference widened to approximately 475 g in D2 versus 465 g in D1. At the end of the trial (Day 50), mean body weight reached ~510 g in D2, whereas D1 animals averaged ~500–505 g. These differences were supported statistically by a strong main effect of diet (
p < 0.001) and time (
p < 0.001), while the absence of a significant diet × time interaction indicates that D2 animals remained consistently heavier throughout the study (
Figure 1).
Weekly feed intake showed moderate fluctuations across the experimental period. At the beginning of the trial, feed intake averaged ~46 g/day in D2 and ~41 g/day in D1. During mid-trial (around Day 21–28), intake values ranged between 45 and 50 g/day in D2, compared with ~39 to 51 g/day in D1, indicating some week-to-week variability. Toward the end of the trial, the difference became more pronounced, with D2 animals reaching intake levels of ~55 g/day at Day 50, whereas D1 animals remained at approximately ~39–45 g/day. Statistically, feed intake was significantly influenced by diet (
p = 0.014) and time (
p = 0.028), with a significant diet × time interaction (
p = 0.049), confirming that dietary differences in intake varied across weeks (
Figure 1 and
Table 1).
Feed conversion ratio (FCR) demonstrated a clear and consistent improvement over time in both dietary treatments, with a marked advantage for the enriched diet. At the start of the experiment, FCR values were approximately 3.20 in D1 and 3.05 in D2. By Day 21, FCR declined to around 2.98 in D1 and ~2.75 in D2, indicating improved efficiency in both groups. This trend continued through the later stages of the trial, and by Day 50, FCR reached ~2.82 in D1 and ~2.56–2.65 in D2. The statistical analysis showed a highly significant effect of diet (
p < 0.001) and time (
p < 0.001), with no significant interaction, demonstrating that the superior feed efficiency of D2 was maintained consistently throughout the feeding period (
Figure 1).
Average daily gain (ADG) exhibited more pronounced temporal variation compared with body weight and FCR. In the early phase of the trial (Day 10), ADG in the enriched group reached ~23–24 g/day, whereas the control group averaged ~17–18 g/day. At Day 20, ADG values were approximately 22–23 g/day in D1 and ~20–21 g/day in D2, indicating partial convergence. During the mid-trial period (Day 30), ADG again favored D2 (~22–23 g/day) compared with D1 (~17 g/day). However, at Day 40, D1 showed a higher ADG (~22–23 g/day) relative to D2 (~16–17 g/day), and by Day 50, both treatments converged at approximately ~20–21 g/day. These patterns were reflected statistically by a significant overall diet effect (
p = 0.016) (
Table 1) and a significant diet × time interaction (
p = 0.048) (
Table 1), indicating that the influence of diet on daily growth rate depended strongly on the stage of the feeding period. Overall, the combined evidence from body weight, feed intake, FCR, and ADG demonstrates that the enriched diet (D2) enhanced growth performance primarily by improving feed efficiency and sustaining higher body weights across the trial. Quantitatively, this was reflected in ~5–10 g higher final body weight, ~0.2–0.3 lower FCR, and up to 6 g/day higher ADG during early growth phases. These results indicate that dietary enrichment improved nutrient utilization and growth dynamics in a biologically meaningful and time-dependent manner.
Similarly, final body weight was slightly but consistently higher in animals fed the enriched diet (D2) compared with the control diet (D1). This difference reflects the cumulative growth advantage observed throughout the experimental period and indicates that dietary enrichment supported greater final mass accumulation. The statistical comparison shows that this difference was significant, confirming a clear main effect of diet on final body weight (
Figure 2). Feed conversion ratio (FCR) was markedly lower in the enriched diet group, indicating improved feed efficiency. Animals receiving D2 required less feed per unit of weight gain than those fed D1, demonstrating a more efficient conversion of feed into body mass. The significant difference between diets highlights that the enrichment strategy primarily enhanced growth performance through improved efficiency rather than through excessive increases in feed intake. Final average daily gain (ADG) also differed between diets, with animals fed the enriched diet showing a modest but significant increase compared with the control group. This result is consistent with the observed improvements in both final body weight and feed conversion efficiency, suggesting that dietary enrichment supported a higher overall growth rate by the end of the trial.
Figure S1 from the Supplementary Material provides a multidimensional comparison of ingredient composition between starter and growth diets. Green alfalfa remained the dominant component, increasing from 110 g to 178 g, while energy and protein sources such as yellow corn (21.2–36.6 g) and soybean meal (5.6–9.7 g) were proportionally increased in the growth diet. Standardized heatmap and clustering analyses confirmed that high-inclusion ingredients accounted for most of the compositional variance, whereas mineral additives showed minimal variation. Overall, the formulation maintained structural consistency between feeding phases, ensuring controlled dietary conditions for evaluating biofortification effects.
Similarly,
Figure 3 illustrates the multidimensional structure of mineral accumulation (Zn and Fe) across alfalfa varieties and harvest cuts under two fertilization doses (D1 = 0–0 kg ha
−1, D2 = 2–2 kg ha
−1). The layered representation separates Zn and Fe responses into four independent mineral planes, enabling a clear visualization of how dose and harvest cut interact to influence nutrient deposition. Zn concentrations (Layers 1 and 2) show a moderate elevation under D2 compared with D1, particularly in California 55 and Moapa 69 during early cuts. However, the increases remain relatively constrained, reflecting the lower mobility and tighter homeostatic regulation of Zn uptake in alfalfa tissues. Fe layers (Layers 3 and 4) reveal a markedly stronger dose response. Under D2, Fe concentrations exceed 600 mg kg
−1 in California 55 and Yaragua during later harvests, indicating a substantial enhancement in Fe accumulation driven by the biofortification treatment. The vertical separation of layers and the color-coded gradient emphasize the distinct mineral-specific patterns. Zn planes remain predominantly within cool-blue ranges (<200 mg kg
−1), whereas Fe D2 reaches intense red zones, highlighting its greater uptake sensitivity to fertilization. Across all varieties, mineral accumulation increases from Cut 1 to Cut 4, reflecting physiological shifts in tissue maturity and nutrient sequestration over time. The spatial geometry of the figure clearly demonstrates that (i) Fe responds more strongly than Zn to fertilization, (ii) variety × dose interactions significantly alter mineral content, and (iii) later cuts generally produce higher mineral concentrations, especially under enriched doses. This layered 3D visualization provides a comprehensive framework for understanding mineral-dose-cut interactions in alfalfa biofortification.
The multivariate statistical analysis of the meat-quality characteristics under two dietary conditions of guinea pigs is shown in
Figure 4. Though the two distributions are similar, the median of D2 is slightly higher and has a narrower spread, meaning that protein deposition is more homogenous. The wider tails in D1 would indicate greater biological variation in muscle accretion, which could be due to differences in nutrient partitioning or metabolic efficiency during the base diet (
Figure 4A). This comparison is also expanded to eight meat-quality traits in panel B. It is observed that the moisture, protein, L, a, and b values have significantly higher median values in D2, whereas pH and ash levels are equal across groups. All these patterns reveal that the enriched diet not only increased the nutrient retention but could also have affected the pigmentation of the muscles and the post-mortem muscle chemistry. The heatmap of trait correlation in panel C indicates the presence of significant interdependency among meat-quality parameters. Moisture and ash are the variables with moderate negative relationships with fat, which is also consistent with the established physical-chemical relationships in muscle tissue of monogastric organisms. Lightness (L*) and redness (a*) are positively correlated with moisture and fat, respectively, in a weak manner. The interpretation of these correlations is that structural water, properties of protein matrices, and intramuscular lipids have a combined effect on color properties. Panel D provides an overview of the multivariate structure based on the principal component analysis (PCA). Even though the PCA scatterplot demonstrates the partial overlap of dietary groups, D2 is more central with less dispersion, which indicates more similar responses to meat-quality. In the meantime, D1 samples have a broader distribution, which demonstrates more heterogeneity. Combined, these panels show that the enriched diet produced small but consistent differences in compositional and coloration characteristics and lessened the variance between animals.
Figure 5A presents an embedding of all samples in UMAP, which displays eight distinct clusters of samples that are biologically coherent about the interaction of variety x diet. The different varieties exhibit a recognizable cloud of each given variety, and the D2 samples will often represent a slightly displaced subspace of their D1 counterparts, reflecting treatment-induced separation in feature structure (e.g., growth, mineral response, or meat-quality characteristics). The differentiation between Cuf101 and California55 is particularly intense, implying different phenotypic signatures, whereas Yaragua clusters present the closest aggregation, indicating less intra-group variability. The stability of the structure can be supported by the balanced sample sizes (about 10–19% per group). Panel B assesses stability on clustering at finer resolutions based on modularity scoring. Modularity is an inverse measure of the monotony of cluster resolution, that is, the fragmentation of groups into smaller clusters that are not biologically significant. The clusters also reduce with a similar trend to an increase in the resolution parameter, i.e., the structure is becoming finer grained, then more global. The agreement matrix (like a confusion matrix) of the consistency of cluster assignments is offered on panel C. The presence of high diagonal probabilities (86 to 99) suggests a high level of consensus between true and predicted cluster labels and the fact that the UMAP-identified groups are robust, well-defined, and reproducible. The matrix also shows that there is very little cross-assignment between varieties, which justifies the use of the eight-cluster structure to analyze the treatment and genotype effects.
Figure 6 shows nonlinear geometric changes to describe complicated patterns of variation in the study because of the interaction between diet (D1, D2) and alfalfa variety (Cuf101, Moapa69, California55, Yaragua). On panel A, there is an example of a synthetic nonlinear S-shaped surface, which is the analog to the nature of the curved high-dimensional manifolds in which variables of biological responses (e.g., growth, mineral uptake, meat-quality properties) often inhabit. This makes such manifolds inadequately represented by linear approaches, and the need to use nonlinear dimensionality reduction. Panel B plots simulated manifold samples that resemble the way diet variety combinations fill curved areas of the response space. The smooth color gradient portrays the slow changes in the biological characteristics, and the regular surface curve shows that the generating process of the underlying data is nonlinear in nature.
The PCA projection of the same manifold in linear 3-D space is shown in panel C. Even though PCA does not alter the overall structure, it displays curved areas as being visually condensed and alters group boundaries in an unnatural way, which underlines the shortcomings of linear reduction when diet-variety interactions are nonlinear. The diet-variety distortions are superimposed on the manifold as a panel D, which demonstrates the extension or compression of groups (modeled on your experimental treatments) along different axes. These misrepresentations reflect conceptually actual biological influences, such as metabolic boosting with enriched diets, which can draw samples to specific sub-areas of trait space. Collectively, these illustrations explain why nonlinear projections (like UMAP or t-SNE in your previous figure) are more appropriate than linear ones when projecting the geometry of complex biological data.