Postural alterations are an important aspect of daily life, which have an enormous influence on our physical health and well-being. For instance, the sudden upright posture stance causes displacement of the blood volume, which unloads the carotid and cardiopulmonary baroreceptors, causing dynamic activation of noradrenergic sympathetic outflow (Ichinose et al., 2008). As a result, peripheral vasoconstriction increases, and there is a decrease in venous return, stroke volume, and cardiac output (Zaidi, 2000). Movement is logistical support by the interplay of the autonomic nervous system and its effectors even if only taking a step or rising from lying to standing position (Watanabe et al., 2007). However, if compensatory reflex system activation is unbalanced or impaired, then individuals will experience syncope, orthostatic hypotension, and other postural intolerance issues. To evaluate these autonomic nervous system activities, heart rate variability (HRV) is used as a key parameter (Acharya et al., 2006; Malik et al., 1996; Pomeranz et al., 1985; Watanabe et al., 2007). HRV is calculated from the variation in the time interval of the successive cardiac cycles (Kumar et al., 2021; Shaffer & Ginsberg, 2017). In general, higher HRV reflects a healthy condition, whereas decreased HRV reflects a diseased condition. Studies have linked low HRV and autonomic dysfunction to conditions such as coronary artery disease, mitral valve disease, syncope, osteoporosis, arthritis, diabetes, psychological illness, and certain cancers, as well as muscle weakness, frailty, and disability (Ernst, 2017; Kristal-Boneh et al., 1995; Thayer et al., 2010).
HRV research has revealed inter and intra-individual variations among healthy (Lischke et al., 2019). Individual HRV variations and emotional outcomes were found to be positively correlated. People with lower HRV have a higher negative motivational value when faced with unfavorable images (Katahira et al., 2014). Inter-individual differences in vagally mediated HRV (HF-HRV) and empathy and alexithymia were also studied (Lischke et al., 2018). The category and dimensional analyses revealed that high HRV people had more empathy and lower alexithymia than low HRV people (Lischke et al., 2018). The Japanese study found higher inter-individual than intra-individual variations in healthy males at rest (Kobayashi, 2007). Resting HRV was measured in supine and standing position and the coefficient variation of HR, HF, and LF were found to vary between individuals. The log-transformed HRV indices had inter-individual variations of 7%–9%, while the time-domain indices (SDNN and rMSSD) had high inter-individual variabilities of 43%–44% (Kobayashi et al., 2012). Thus, studies suggest that HRV does reflect the physiological makeup of an individual.
To gain a better understanding of the cardiovascular regulation mechanism that occurs during such orthostatic stress, the head-up tilt (HUT) test is extensively used. Several studies have demonstrated that even healthy individuals respond differently to HUT (Natale et al., 1995; Petersen et al., 2000). When compared to the low heart rate group, the high heart rate group had greater changes in systolic arterial pressure, pulse pressure, and norepinephrine levels during HUT test (Ramirez-Marrero et al., 2008). Healthy adults with increased heart rate responses to tilt have similar cardiovascular characteristics to those found in patients with Postural Orthostatic Tachycardia Syndrome (POTS) (Ramirez-Marrero et al., 2008). In general, healthy persons ‘HUT’ responses are diverse, which complicates the understanding of the pathophysiology of orthostatic diseases. However, there is a general lack of research on the variability of HUT responses. We believe that understanding HRV in terms of HUT response can help predict an individual's physiological reaction and thereby disease susceptibility and early disease prediction. We, therefore, need a phenotypic stratification framework to identify and measure variability in response among healthy populations.
In Ayurveda, the ancient Indian system of medicine, individuals are classified into constitution types “Prakriti” based on the assessment of multisystem phenotypes (Prasher et al., 2008, 2016; Sethi et al., 2011). According to Ayurveda, each individual is born with a specific proportion of Tri-dosha (Vata, Pitta, and Kapha) which determines their basic constitution termed “Prakriti”. Individuals in a population (healthy as well as diseased) can be stratified into seven broad groups (Vata, Pitta, Kapha, Vata-Pitta, Vata-Kapha, Pitta-Kapha, & Vata-Pitta-Kapha) with nearly 8%–10% of them consisting of extreme, contrasting dosha Prakriti (Vata, Pitta, Kapha) and distinct disease predispositions (Govindaraj et al., 2015; Prasher et al., 2008). The rest of the population consists of mixed Prakriti, including dual dosha dominant Vata-Pitta, Vata-Kapha, and Pitta-Kapha as well as the three doshas dominant Vata-Pitta-Kapha Prakriti groups. These constitution types also differ with respect to their physiological responses and some of these attributes are examined during the assessment of Prakriti for example food habits and digestive capacity, taste preferences, tendency to gain and lose weight, tolerance for specific weather, and response to stress (Prasher et al., 2008, 2016; Sethi et al., 2011). Our earlier studies were able to explain inter-individual variability at the genetic, genomic, molecular, microbiome, and cellular levels by utilizing a unique Ayurgenomics framework (Aggarwal et al., 2010, 2015; Chakraborty et al., 2021; Chauhan et al., 2018; Prasher et al., 2008). The baseline differences have also been shown to predict differences in response to hypoxia that are relevant in high altitude adaptation and thrombotic outcomes (Aggarwal et al., 2010, 2015). Earlier studies by Tripathi et al. (2011) have shown an increase in diastolic blood pressure immediately after 5-min isotonic exercise in the dual Prakriti group of Vata-Pitta and Pitta-Kapha group, whereas this change in increase in the Vata-Kapha group is minimal. Considering the significance of orthostatic stimuli in health and diseases, the current study is conducted to analyze short HRV responses before, during, and re-supine phases of HUT in extreme constitution types to explore Prakriti specific differences can be observed. In this study, we observed the low baseline HRV and relative change in Kapha and the maximum parasympathetic withdrawal in Vata in response to HUT. In particular, we were able to capture inter-individual variability through cardiac autonomic modulation (HRV) in response to HUT challenge among healthy individuals segregated on the basis of Prakriti.
MATERIALS AND METHODS Details of cohort 1The study was conducted at KEMHRC, Vadu cohort of the Ayurgenomics project. Vadu cohort was derived from a population of about 140,000 under health and demographic surveillance since 2002 in rural Pune district of Western India (Patil et al., 2019). And 10,100 individuals were pre-screened with age groups 18–40 years of an equal number of healthy males and females (Tiwari et al., 2017). The health of the individual was assessed by self-reporting. All experiments and procedures were conducted as per the guidelines provided by the committee and the protocols are approved by the Institutional Human Ethics Committee of CSIR-IGIB and KEMHRC, Vadu. Written informed consent was obtained from all the subjects prior to induction in the study. The detailed Prakriti evaluation was carried out in 528 individuals for Prakriti stratification by trained Ayurveda clinicians using the questionnaire that has been developed at CSIR-IGIB. Exclusion criteria included presenting any feature of systemic disorders, on any kind of medications, pregnant and lactating women or presenting any signs of hormonal imbalance. For this study, 255 individuals' baseline and HUT test HRV data are analyzed. Out of 255 subjects, 68, 36, 51, and 100 were Vata, Pitta, Kapha, and Mixed Prakriti, respectively.
Details of cohort 2Totally 927 apparently healthy individuals are screened for Prakriti assessment. Out of these, 78 subjects are found to be extreme Prakriti and recruited for HUT, along with 46 subjects identified as Mixed Prakriti for background control. Among 78 subjects, 29, 32, and 17 are extreme Vata, Pitta, and Kapha Prakriti, respectively. The subjects were recruited from various colleges and research institutions from Delhi, NCR, after their written consent. All the experiments and protocols are approved by the Institutional Ethical Committee of AIIMS, New Delhi.
Heart rate variability recording procedure for both the cohortsA total of 379 volunteers were included for the HUT test among them 97, 68, 68, were extreme Vata, Pitta, and Kapha Prakriti groups, respectively and 146 Mixed Prakriti (Vata-Pitta = 82, Kapha-Pitta = 51, Vata-Kapha = 13) groups from both the cohorts.
Each individual was instructed to have a light breakfast at least 2 h before and allowed to relax for half an hour before the HRV recording. At the time of HRV assessment, certain protocols were followed which included removing any metal objects from the body (including coins, jewelry), observing silence & relaxation with closed eyes, supine posture with palms facing upwards, and no physical movements. HRV recording room was maintained an ambient temperature of 22°C with no direct light exposure on the volunteer. After placement of electrodes, ECG was recorded using standard lead II electrodes and fed into a bio-amplifier, and then digitized using an analog-to-digital converter. The data is then displayed on a computer with the data acquisition and analyzing software, AcqKnowledge 4.3+ (
The commonly reported parameters of time-domain (Camm et al., 1996; Sztajzel, 2004; Vanderlei et al., 2010; Table 1), frequency-domain (Camm et al., 1996; Table 2), and non-linear (Jeppesen et al., 2014; Shaffer & Ginsberg, 2017; Toichi et al., 1997; Table 3) were extracted using the Python HRV package.
TABLE 1 Time domain and geometric domain parameters of heart rate variability
Parameters | Description | Marker |
SDNN (ms) | Standard deviation of NN intervals | Reflects total HRV |
RMSSD (ms) | Square root of the mean squared differences of successive RRIs | Reflects vagal activity |
pNN50 | The proportion of NN50 divided by total number of NN intervals | Reflects vagal activity |
Tidx | Triangular Index | Reflects overall HRV |
Abbreviation: HRV, heart rate variability.
TABLE 2 Frequency domain parameters of heart rate variability
Parameters | Description | Marker |
LF (0.04–0.15 Hz) (ms2) | Low frequency | Reflects both sympathetic and para- sympathetic activity. Generally indicates sympathetic activity |
HF (0.15–0.4 Hz) (ms2) | High frequency | Reflects parasympathetic (vagal) activity |
Total power (ms2) | Reflects over all HRV | |
LF/HF (ms2) | Reflects sympatho-vagal Balance | |
LF (nu) | LF/TP-VLF | Reflects sympathetic and parasympathetic activity |
HF (nu) | HF/TP-VLF | Reflects parasympathetic activity |
Abbreviation: HRV, heart rate variability.
TABLE 3 Non-linear parameters of heart rate variability
Parameters | Description | Marker |
SD1 | SD1 is a measure of the spread of RR intervals on the Poincaré plot perpendicular to the line of identity | Parasympathetic activity |
SD2 | SD2 is a measure of the spread of RR intervals on the Poincaré plot along the line of identity. It is an index of long-term RR interval fluctuations | Sympathetic and parasympathetic activity |
SDR | The ratio between short and long term fluctuations of the RR intervals | Vago-sympathetic activity |
CSI | The Cardiac Sympathetic Index (Toichi, 1997), calculated by dividing the longitudinal variability of the Poincaré plot (4*SD2) by its transverse variability (4*SD1) | Sympathetic activity |
CVI | The Cardiac Vagal Index (Toichi, 1997), equal to the logarithm of the product of longitudinal (4*SD2) and transverse variability (4*SD1) | Parasympathetic activity |
SampEn | The sample entropy measure of HRV | Measures overall HRV |
Abbreviation: HRV, heart rate variability.
To observe the extent of HUT response in different Prakriti individuals, we have calculated the relative change of HRV parameters between supine to tilt (%Δ1) and also between tilt to resupine (%Δ2) positions. The relative change was calculated as follows:[Image Omitted. See PDF][Image Omitted. See PDF]To observe the age-related contributions, we also compared HR and HRV parameters in two end of the spectrum age groups (lower age group, 18–20 years vs upper age group, 35–40 years) across Prakriti.
Statistical analysisEach parameter was tested for distribution of the data based on the standard normality test, Shapiro–Wilk's test (p > 0.05). The following tests were used for comparison: One-way ANOVA for normally distributed parameters and the Kruskal-Wallis test for non-normal distributed parameters. Paired t-test and Wilcoxon were used for pairwise comparison of phase-wise analysis. For Prakriti-wise analysis as well as for age group-based comparisons, t-test and Wilcoxon were used for pairwise comparison. For post hoc analysis or multiple comparison correction, Bonferroni correction was used. p < 0.05 was considered statistically significant. All statistical analyses were performed using R software.
RESULTSThe study was conducted on 379 healthy individuals with no known medical problems. The mean age of the subjects was 27.3 ± 6.02 years and their BMI ranged from 22.21 ± 5.03 kg/m2.
The demographic details of the study participants at baseline level are listed in Table 4.
TABLE 4 Demographic details (
Parameters | Characteristics |
Gender (F/M) | 217/162 |
Age (years) | 27.3 ± 6.02 |
Height (cm) | 160.32 ± 9.31 |
Weight (kg) | 57.48 ± 15.53 |
BMI (kg/m2) | 22.21 ± 5.03 |
Heart rate (BPM) | 71.79 ± 11.5 |
Systolic blood pressure (mmHg) | 110.75 ± 10.66 |
Diastolic blood pressure (mmHg) | 71.32 ± 13.71 |
Note: Values are expressed as mean ± SD.
Abbreviations: BMI, body mass index; BPM, beats per minutes; cm, centimeter; F, female; kg, kilogram; M, male; mmHg, millimeters of mercury; y, years.
Effect of head-up tilt on heart rate variability parameters at population levelHRV was assessed by the linear (time and frequency domain) and non-linear methods. During HUT, the heart rate significantly increases. However, the extent of the increase is different for different individuals. We observed that all the parameters which signified the parasympathetic activity such as RMSSD, pNN50, HF, HF (nu) SD1, CV1 were significantly decreased. In contrast, we noted a substantial increase in sympathetic parameters such as LF (nu), CSI, SD2. Further, changes in the sample entropy also indicate a change in overall HRV upon tilt. Moreover, changes in LF/HF and SDR were also in line with the above sympathetic and parasympathetic changes that explain the significant changes in autonomic balance during the tilt phase. The HR & HRV alterations that occurred during the tilt phase were returned to that of the rest phase during the resupine position, with an even more parasympathetic activity observed in the resupine position when compared to the rest (Table 5).
TABLE 5 Heart rate variability indices during head-up tilt at 60°
Parameters | Supine (n = 379) | Tilt (n = 379) | Re-supine (n = 379) | p-value |
Heart rate (BPM) | 70.78 (63.66–78.84) | 84.15 (76.25–93.79) | 70.2 (62.64–77.56) | 1.74E-53aaaa,bbbb,cccc |
Time domain | ||||
SDNN(ms) | 46.56 (33.91–62.35) | 45.75 (34.64–60.54) | 58.55 (42.48–75.49) | 1.46E-15bbbb,cccc |
RMSSD(ms) | 42.95 (27.12–60.58) | 22.72 (15.97–31.87) | 46.15 (31.61–63.67) | 6.64E-57 aaaa,bbbb,cccc |
pNN50 | 22.16 (5.1–42.3) | 2.78 (0.82–8.78) | 25.91 (8.55–45.12) | 2.16E-52aaaa,bbbb,cccc |
Geometric domain | ||||
Tidx | 11.2567 (9.1–14.93) | 10.7 (8.26–13.38) | 13.608 (10.44–17.54) | 3.79E-16aaaa,bbbb,cccc |
Frequency domain | ||||
LF (ms2) | 444.77 (248.29–820.71) | 459.03 (240.26–883.34) | 481.13 (266.87–924.24) | 0.277b,c |
HF (ms2) | 465.24 (213.54–990.74) | 188.45 (90.81–360.79) | 496.27 (226.42–985.76) | 7.68E-35aaaa,bbbb,cc |
LF (nu) | 49.53 (36.74–61.92) | 67.99 (53.85–79.63) | 48.88 (36.18–60.66) | 1.54E-41aaaa,bbbb |
HF (nu) | 46.43 (34.22–58.37) | 27.91 (15.99–42.07) | 46.61 (32.95–58.44) | 6.00E-38aaaa,bbbb |
Total power (ms2) | 1370.22 (739.72–2819.9) | 1211.46 (680.71–2129.44) | 1719.55 (919.22–2896.42) | 6.20E-06aaaa,bbbb,cccc |
LF/HF | 1.04 (0.63–1.82) | 2.47 (1.31–4.78) | 1.05 (0.64–1.87) | 6.84E-42aaaa,bbbb |
Non-linear analysis | ||||
SD1 (ms) | 30.26 (19.56–42.97) | 16.3 (11.32–22.66) | 32.58 (22.3–45.04) | 8.94E-57aaaa,bbbb,cccc |
SD2 (ms) | 56.69 (42.53–74.98) | 61.21 (47.16–81.06) | 73.81 (54.4–93.31) | 4.68E-15aa,bbbb,cccc |
SDR | 0.51 (0.41–0.65) | 0.26 (0.21–0.36) | 0.44 (0.35–0.56) | 5.94E-89aaaa,bbbb,cccc |
CSI | 1.95 (1.55–2.44) | 3.81 (2.82–4.82) | 2.25 (1.8–2.88) | 8.52E-34aaaa,bbbb,cccc |
CVI | 4.45 (4.13–4.69) | 4.19 (3.96–4.45) | 4.6 (4.3–4.82) | 3.39E-89aaaa,bbbb,cccc |
SampEn | 1.63 (1.47–1.82) | 1.2 (0.93–1.46) | 1.54 (1.36–1.74) | 2.75E-62aaaa,bbbb,cccc |
Abbreviations: BPM, beats per minutes; CSI, Cardiac Sympathetic Index; CVI, Cardiac Vagal Index; HF, high frequency; LF, low frequency; LF/HF, LF and HF ratio; ms, millisecond; nu, normalized unit; pNN50, percentage of NN50; RMSSD, root mean square of successive R-R interval differences; SampEn, sample entropy; SD1, standard deviation of instantaneous beat-to-beat variability; SD2, standard deviation of long-term beat to-beat variability; SDR, SD1/SD2 ratio; SDNN, standard deviation of normal to normal R-R intervals; Tidx, Triangular Index.
aSupine compared to tilt; btilt compared to resupine; csupine compared to resupine. *p < 0.05; **p < 0.01; ***p < 0.001; ****p < 0.0001; *∋{a,b,c}.
Further, we have segregated these 379 healthy individuals into different Prakriti groups: Vata (n = 97), Pitta (n = 68), Kapha (n = 68), and Mixed (n = 146) with similar age (Table 6).
TABLE 6 Distribution of individuals into different
Parameters | Vata (n = 97) | Pitta (n = 68) | Kapha (n = 68) | Mixed (n = 146) | p-value |
Gender (F/M) | 70/27 | 28/40 | 36/32 | 83/63 | |
Age, years | 27.76 ± 6.16 | 25.75 ± 5.81 | 29.09 ± 5.8 | 26.88 ± 5.95 | |
Height (cm) | 157.59 ± 8.92 | 163.98 ± 9.98 | 161.72 ± 8.56 | 159.79 ± 8.98 | |
Weight (kg) | 44.14 ± 7.05 | 60.69 ± 12.18 | 75.27 ± 12.28 | 56.57 ± 13.58 | |
BMI (kg/m2) | 17.72 ± 1.93 | 22.42 ± 2.87 | 28.76 ± 3.86 | 22.03 ± 4.38 | <2.2e-16aaaa,bbbb,cccc,dddd,eeee |
Systolic blood pressure (mmHg) | 108.64 ± 8.91 | 109.42 ± 10.32 | 113.62 ± 10.33 | 111.39 ± 11.71 | 0.00159aa,b |
Diastolic blood pressure (mmHg) | 69.65 ± 14.29 | 70.12 ± 11.5 | 75.53 ± 7.89 | 71.01 ± 15.93 | 0.00136aa,bb |
Note: Values are expressed as mean ± SD.
Abbreviations: BMI, body mass index; BPM, beats per minutes; cm, centimeter; F, female; kg, kilogram; M, male; mmHg, millimeters of mercury; y, years.
aVata compared to Kapha; bKapha compared to Pitta; cVata compared to Pitta; dKapha compared to Mixed; eVata compared to Mixed. *p < 0.05; **p < 0.01; ***p < 0.001; ****p < 0.0001; *∋ {a,b,c,d,e}.
The phenotype data of Prakriti was analyzed for identification of extreme Prakriti individuals (Vata, Pitta, and Kapha) by the physicians. We also performed software-based analysis using the models built earlier, to determine their Prakriti (Tiwari et al., 2017). The software results corroborate with the physician's Prakriti determination. Briefly, the Prakriti classification based on the questionnaire encompasses the anatomical, physiological, physical activity, and psychological phenotypes. These are captured through multiple features and each of them has values corresponding to Vata, Pitta, and Kapha descriptions. We observed that Vata individuals had thin and narrow-body frame with weakly developed body build, shallow sleep, low perspiration levels, difficulty in gaining weight, quickly adapt to changes, and less tolerance for cold temperature etc. On the other hand, Kapha individuals had broad body frames with well-developed body build, a tendency to gain weight easily, deep sleep, were less forgetful with good memory retention, preferred being less mobile, usually did not like frequent changes, and tendency to complete the tasks once undertaken etc. Similarly, Pitta individuals had sound sleep, higher perspiration levels, could gain as well as lose weight easily, sharp walking style, and less tolerance for hot temperatures etc (Figure 1).
FIGURE 1. Representative set of phenotypes differentiating extreme Prakriti. Each dot represents the percentage of individuals with a particular feature value in each of the extreme Prakriti groups. The line connects values of all the features that correspond to same dosha, i.e. 1 for Vata, 2 for pitta and 3 for Kapha descriptions. As observed that extreme Prakriti individuals had higher proportion of individual feature values corresponding to respective dosha.
The BMI was significantly higher in Kapha as compared to other groups. Furthermore, we also observed significantly higher SBP and DBP in Kapha as compared to Vata and Pitta.
For HRV parameters analysis we initially analyzed the cohort 1 and cohort 2 data separately and found that only heart rate was observed to be significantly higher in Kapha as compared to Vata at baseline in cohort 1. However, there was no significant difference in cohort 2 (Figures S1 and S2: all Supporting information is available at
After segregation of all subjects into Prakriti groups, no significant differences were observed among Prakriti groups in heart rate and heart rate variability at baseline level after Bonferroni correction (Table 7; Figure 2). But without correction, we found HF was lower in Kapha as compared to Vata and Mixed group. Total HRV Power (TP) and SD2 were also lower in Kapha individuals as compared to Pitta. LF (nu) and HF (nu) were found to be high and low, respectively, in Kapha as compared to Vata. LF/HF ratio was also high in Kapha as compared to Vata. We also found Tidx was lower in Kapha as compared to Vata and Pitta (Table S1; Figures S3 and S4).
TABLE 7 Heart rate variability indices in different
Parameters | Vata (n = 97) | Pitta (n = 68) | Kapha (n = 68) | Mixed (n = 146) | p-value |
Heart rate (bpm) | 68.51 (61.65–81.43) | 70.535 (64.4–77.45) | 72.265 (66.06–80.82) | 70.78 (62.93–78.42) | 0.446 |
Time domain | |||||
SDNN (ms) | 48.52 (34.39–64.63) | 47.36 (36.77–60.4) | 42.14 (31.57–53.86) | 45.905 (33.42–66.28) | 0.237 |
RMSSD (ms) | 44.99 (31.28–59.96) | 41.42 (27.63–55.72) | 39.63 (23.93–57.89) | 41.315 (27.21–62.53) | 0.568 |
pNN50 | 27.21 (8.35–41.03) | 20.41 (5.61–37.69) | 19.825 (2.95–39.69) | 17.23 (4.81–45.07) | 0.488 |
Geometric domain | |||||
Tidx | 11.21 (9.62–15.35) | 11.73 (9.61–15.25) | 10.4 (8.27–12.78) | 11.475 (9.11–15.07) | 0.085 |
Frequency domain | |||||
LF (ms2) | 424.48 (243.08–807.78) | 518.805 (321.56–764.08) | 380.67 (193.19–697.74) | 493.38 (246.15–934.98) | 0.348 |
HF (ms2) | 482.2 (277.62–1061.76) | 499.05 (245.38–826.18) | 355.035 (125.32–729.7) | 454.5 (197.84–1126.44) | 0.101 |
LF (nu) | 47.37 (29.91–59.66) | 47.765 (40.58–59.96) | 54.725 (42.11–66.27) | 49.56 (38–63.2) | 0.146 |
HF (nu) | 49.64 (38.34–64.52) | 47.145 (36.32–56.61) | 42.615 (31.09–54.57) | 46.91 (33.63–57.87) | 0.105 |
Total power (ms2) | 1495.8 (818.44–2868.4) | 1417.51 (968.37–3117.31) | 1088.895 (670.31–2136.67) | 1476.91 (711.79–2833.51) | 0.168 |
LF/HF | 0.92 (0.47–1.49) | 1 (0.7–1.63) | 1.29 (0.75–2.05) | 1.04 (0.7–1.85) | 0.106 |
Non-linear analysis | |||||
SD1 (ms) | 31.86 (22.14–42.44) | 29.33 (19.83–39.47) | 28.07 (16.85–40.93) | 29.045 (19.29–44.87) | 0.532 |
SD2 (ms) | 58.86 (40.83–80.14) | 58.895 (48.03–71.64) | 52.195 (41.48–64.36) | 56.325 (42.19–79.3) | 0.127 |
SDR | 0.52 (0.46–0.63) | 0.485 (0.38–0.65) | 0.555 (0.42–0.66) | 0.5 (0.4–0.63) | 0.297 |
CSI | 1.91 (1.58–2.18) | 2.065 (1.54–2.63) | 1.795 (1.51–2.4) | 2 (1.59–2.48) | 0.307 |
CVI | 4.48 (4.17–4.69) | 4.46 (4.16–4.63) | 4.35 (4.05–4.6) | 4.465 (4.12–4.77) | 0.302 |
SampEn | 1.66 (1.48–1.82) | 1.635 (1.47–1.84) | 1.69 (1.46–1.85) | 1.63 (1.45–1.78) | 0.733 |
Note: Values are expressed as median (interquartile range).
Abbreviations: BPM, beats per minutes; CSI, Cardiac Sympathetic Index; CVI, Cardiac Vagal Index; HF, high frequency; LF, low frequency; LF/HF, LF and HF ratio; ms, millisecond; nu, normalized unit; pNN50, percentage of NN50; RMSSD, root mean square of successive R-R interval differences; SampEn, sample entropy; SD1, standard deviation of instantaneous beat-to-beat variability; SD2, standard deviation of long-term beat to-beat variability; SDR, SD1/SD2 ratio; SDNN, standard deviation of normal to normal R-R intervals; Tidx, Triangular Index.
FIGURE 2. Prakriti-specific differences in HR and HRV parameters: At baseline (a–d), relative change from supine to tilt (e–h), and relative change from tilt to resupine (i–l). bpm, beats per minutes; HR, heart rate; RMSSD, root mean square of successive R-R interval differences; *p [less than] 0.05; **p [less than] 0.01; ***p [less than] 0.001; ****p [less than] 0.0001.
In age-wise comparison, we observed that there was a significantly lower heart rate in lower age group, 18–20 years (n = 67) age group as compared to upper age group, 35–40 years (n = 70). We also found significantly lower parasympathetic activity in terms of RMSSD, pNN50, HF, CVI, and SD1 and significantly lower overall HRV (SDNN, TP, and Tidx) in upper age group as compared to lower age group. Further to understand the effect of age on individual Prakriti, we analyzed the age group data for each Prakriti. We found that there was significantly lower parasympathetic (RMSSD, pNN50, HF, CVI, and SD1) and overall HRV (SDNN, TP, and Tidx) in Kapha individuals of upper age as compared to lower age group. Upper age group showed significantly lower HRV both in Pitta and Vata group (TP and TIDX) and Mixed group (SDNN, TP, and TIDX) (Table S7).
In response to head-up tiltThe directionality of the change was found to be the same in all groups and we observed SDNN, LF, HF (nu), LF/HF, CSI, SD2, SDR, and SampEn were found to significantly differ among Prakriti in tilt position (Table S2; Figures S3 and S4). Further to see the extent of relative change in response to HUT it was necessary to look at the delta percentage change (%Δ1) between tilt and supine values. From HRV analysis in different Prakriti types in response to orthostatic stress, we observed that the relative change in heart rate was higher in Vata and Pitta individuals as compared to Kapha (Table 8). Also, we found the relative change in RMSSD, HF, HF (nu), and SD1 were significantly lower in Kapha as compared to Vata and the change in HF (nu) was also significantly lower as compared to Pitta. The changes in HF and HF (nu) were also significantly lower in Kapha as compared to the Mixed group. Both Vata and Kapha go down to the same level but Kapha has very minimal change. In contrast, the relative change in LF (nu) and CSI was significantly lower in Kapha as compared to Vata and LF (nu) as compared to Pitta. In line with the above observations, the relative change in LF/HF was significantly lower in Kapha as compared to Vata, Pitta, and Mixed group. Accordingly, the change in SDR was observed to be lower in Kapha as compared to Vata. The relative change in SampEn was lower in Kapha as compared to Pitta and Mixed group (Table 8; Figure 2).
TABLE 8 The relative change (%
Parameters | Vata (n = 97) | Pitta (n = 68) | Kapha (n = 68) | Mixed (n = 146) | p-value |
%Δ1 heart rate | 19.79 (10.85–27.35) | 19.21 (13.89–28.52) | 14.32 (7.86–20.56) | 15.74 (9.13–26.14) | 0.00841a,b |
Time domain | |||||
%Δ1 SDNN | −6.45 (−29.08–15.18) | 4.69 (−18.14–39.54) | −0.77 (−17.16–16.92) | 1.82 (−26.35–25.12) | 0.08261 |
%Δ1 RMSSD | −48.29 (−62.67–29.84) | −40.32 (−56.13–21.02) | −36.02 (−51.33–19.38) | −41.79 (−56.42–21.55) | 0.01888a |
%Δ1 pNN50 | −81.38 (−95.45–54.78) | −76.37 (−92.07–50.98) | −71.15 (−89.25–31.82) | −79.22 (−94.16–47.06) | 0.18538 |
Geometric domain | |||||
%Δ1 Tidx | −15.29 (−32.73–2.32) | −6.91 (−22.82–15.17) | −6.11 (−21.71–12.55) | −8.6 (−25.81–16.52) | 0.08555 |
Frequency domain | |||||
%Δ1 LF | −13.6 (−50.14–46.5) | 36.68 (−37.47–95.59) | 5.27 (−38.19–63.34) | −1.11 (−41.41–71.18) | 0.15827 |
%Δ1 HF | −66.78 (−83.24–21.02) | −57.32 (−77.87–14.28) | −36.63 (−64.35–22.55) | −56.86 (−79.09–15.92) | 0.00112aaa,c |
%Δ1 LF (nu) | 43.93 (10.07–84.17) | 47.68 (14.28–70.71) | 15.2 (−4.05–48.31) | 28.82 (5.06–75.94) | 0.0057aa,b |
%Δ1 HF (nu) | −46.57 (−61.67–13.55) | −49 (−70.27–19.79) | −20.24 (−43.52–10.25) | −39.13 (−61.51–7.53) | 0.00049aa,bbb,c |
%Δ1 Total power | −19.72 (−53.12–28.98) | −11.61 (−42.51–57.53) | −9.6 (−43.26–50.08) | −12.43 (−46.74–31.01) | 0.27394 |
%Δ1 LF/HF | 195.37 (40.15–391.49) | 204.52 (64.74–419.03) | 57.4 (−13.08–180.52) | 125.59 (16.42–390.85) | 0.00047aaa,bbb,c |
Non-linear analysis | |||||
%Δ1 SD1 | −48.25 (−63.27–29.82) | −40.32 (−56.8–19.31) | −35.95 (−51.47–19.46) | −41.78 (−56.9–21.48) | 0.01984a |
%Δ1 SD2 | 1.39 (−19.64–27.42) | 15.52 (−11.12–53.9) | 10.58 (−8.79–34.24) | 7.43 (−17.81–37.57) | 0.1493 |
%Δ1 SDR | −53.45 (−63.64–30.3) | −52.15 (−61.57–27.79) | −39.32 (−53.76–26.67) | −45.49 (−57.49–28.7) | 0.01539a |
%Δ1 CSI | 115.68 (45.27–176.02) | 108.49 (39.44–155.67) | 64.8 (36.06–117.13) | 82.48 (39.96–136.61) | 0.01478a |
%Δ1 CVI | −5.96 (−10.16–2.25) | −4.27 (−8.88–1.15) | −2.88 (−7.64–0.51) | −4.01 (−9.93–0.35) | 0.04365 |
%Δ1 SampEn | −29.7 (−41.83–14.19) | −37.48 (−50.35–16.09) | −18.01 (−34.49–6.85) | −19.03 (−38.04–6.78) | 0.00042bb,dd |
Note: Values are expressed as median (interquartile range).
Abbreviations: BPM, beats per minutes; CSI, Cardiac Sympathetic Index; CVI, Cardiac Vagal Index; HF, high frequency; LF, low frequency; LF/HF, LF and HF ratio; ms, millisecond; nu, normalized unit; pNN50, percentage of NN50; RMSSD, root mean square of successive R-R interval differences; SampEn, sample entropy; SD1, standard deviation of instantaneous beat-to-beat variability; SD2, standard deviation of long-term beat to-beat variability; SDNN, standard deviation of normal to normal R-R intervals; SDR, SD1/SD2 ratio; Tidx, Triangular Index.
aVata compared to Kapha; bKapha compared to Pitta; cKapha compared to Mixed; dPitta compared to Mixed. *p < 0.05; **p < 0.01; ***p < 0.001; ****p < 0.0001; *∋ {a,b,c,d}.
Further to analyze the effect of age on HUT in Prakriti-specific manner, we observed the relative change from supine to tilt was significantly less in the upper age group as compared to lower in HR, RMSSD, HF, HF (nu), SD1, LF, LF (nu), CSI, LHR, SDR, SampEn. But, contrary to baseline no significant differences were observed in Kapha Prakriti group among these extreme age groups. Whereas the orthostatic stress response was significantly lower in the upper age group of Pitta group (LF (nu), HF (nu), LHR), Vata (LF (nu), HF (nu), LHR, and SampEn) and mixed Prakriti group (HR, RMSSD, LF (nu), HF (nu), and LHR) (Table S8).
Recovery afterAlthough in all the three groups the HRV values were restored to the baseline values, the restoration or resupine values varied between Prakriti groups. We found significant differences in HF, HF (nu), and Tidx values between the groups in the resupine phase (Table S3; Figures S3 and S4). Further to see the extent of relative change post HUT, we calculated the delta percentage change (%Δ2) between the tilt values to resupine. The relative change in HR was lower in Kapha when compared to Vata and Pitta. The change in RMSSD, pNN50, HF, HF (nu), and SD1 were lower in Kapha as compared to Vata. Also, the change in HF and HF (nu) was lower in Kapha as compared to Mixed Prakriti. In the case of CSI and LF (nu), it was observed that the change is less in Kapha when compared to Vata. Moreover, the relative change in LF/HF and SDR in Kapha were lower than Vata and also the Kapha group showed lower SDR as compared to Mixed group. The relative change in SampEn was lower in Kapha and Mixed groups as compared to Pitta (Table 9; Figure 2).
TABLE 9 The relative change (%
Parameters | Vata (n = 97) | Pitta (n = 68) | Kapha (n = 68) | Mixed (n = 146) | p-value |
%Δ2 heart rate | −17.38 (−22.3–11.83) | −17 (−23.41–12.84) | −13.56 (−17.87–8.25) | −14.49 (−21.39–9.44) | 0.00832a,b |
Time domain | |||||
%Δ2 SDNN | 32.96 (7.38–63.49) | 22.99 (−15.86–44.95) | 27.38 (−3.33–62.33) | 27.07 (1.43–67.54) | 0.13422 |
%Δ2 RMSSD | 111.18 (57.87–189.77) | 100.73 (37.49–143.42) | 66.35 (20.21–130.45) | 96.86 (45.94–164.32) | 0.00919aa |
%Δ2 pNN50 | 524.43 (196.75–1884.09) | 255.16 (106.51–1184.62) | 259.68 (50.78–545.56) | 405.31 (100.89–1226.5) | 0.03158a |
Geometric domain | |||||
%Δ2 Tidx | 30.89 (8.43–67.46) | 28.48 (−2.72–54.03) | 18.67 (−0.83–44.54) | 28.44 (2.45–57.86) | 0.25086 |
Frequency domain | |||||
%Δ2 LF | 21.52 (−21.85–105.15) | 5 (−56.03–84.19) | 8.55 (−22.06–70.32) | 11.44 (−37.19–91.09) | 0.46756 |
%Δ2 HF | 234.76 (76.57–468.42) | 195.29 (48.26–368.41) | 67.41 (−1.15–228.86) | 145.09 (36.07–428.32) | 0.0003aaa,b,c |
%Δ2 LF(nu) | −31.25 (−49.35–10.21) | −27.12 (−49.99–14.02) | −12.38 (−33.42–4.79) | −23.5 (−41.74–4.65) | 0.0025aa,bb |
%Δ2 HF(nu) | 79.84 (12.28–152.4) | 96.1 (11.24–219.8) | 18.31 (−14.12–81.8) | 67.39 (2.61–181.53) | 0.00097aa,b,c |
%Δ2 Total power | 66.29 (−2.35–132.6) | 34.26 (−26.78–104.62) | 44.96 (−28.99–85.53) | 30.89 (−10.81–105.4) | 0.28432 |
%Δ2 LF/HF | −64.49 (−79.67–29.17) | −62.79 (−82.68–28.66) | −29.88 (−64.05–28.72) | −56.84 (−79.81–8.4) | 0.00049aaa,bb,c |
Non-linear analysis | |||||
%Δ2 SD1 | 110.95 (57.53–187.8) | 99.97 (33.95–143.61) | 66.51 (23.18–131.42) | 96.8 (44.49–164.84) | 0.00987aa |
%Δ2 SD2 | 21.95 (−0.26–49.97) | 13.61 (−19.41–42.82) | 17.72 (−10.93–53.89) | 19.14 (−4.76–59.32) | 0.2355 |
%Δ2 SDR | 81.82 (30–155.56) | 73.68 (31.22–146.37) | 45.76 (5.48–73.81) | 55.09 (17.24–123.77) | 0.00168aa,bb |
%Δ2 CSI | −44.03 (−61–23.12) | −42.19 (−59.64–23.07) | −31.49 (−41.71–6.47) | −35.4 (−55.41–13.76) | 0.00178aa,b |
%Δ2 CVI | 9.68 (5.13–14.71) | 8.64 (1.09–13.32) | 7.83 (1.44–12.5) | 8.95 (3.7–14.87) | 0.06078 |
%Δ2 SampEn | 31.25 (11.11–60) | 44.72 (11.76–94.66) | 17.5 (−7.37–52.57) | 17.41 (−1.23–54.48) | 0.0013b,dd |
Note: Values are expressed as median (interquartile range).
Abbreviations: BPM, beats per minutes; CSI, Cardiac Sympathetic Index; CVI, Cardiac Vagal Index; HF, high frequency; LF, low frequency; LF/HF, LF and HF ratio; ms, millisecond; nu, normalized unit; pNN50, percentage of NN50; RMSSD, root mean square of successive R-R interval differences; SampEn, sample entropy; SD1, standard deviation of instantaneous beat-to-beat variability; SD2, standard deviation of long-term beat to-beat variability; SDR, SD1/SD2 ratio; SDNN, standard deviation of normal to normal R-R intervals; Tidx, Triangular Index.
aVata compared to Kapha; bKapha compared to Pitta; cKapha compared to Mixed; dPitta compared to Mixed; *p < 0.05; **p < 0.01; ***p < 0.001; ****p < 0.0001; *∋ {a,b,c,d}.
Furthermore, in age-wise analysis, we observed that the trend of HRV response from tilt to resupine was lower in upper age group. We observed that irrespective of Prakriti, HR and HRV parameters had significantly lower changes in upper age group. Kapha individuals showed no significant differences among age groups in tilt- to resupine except in SDR and CSI (Table S9).
Overall, we observed that HR & HRV parameters do not significantly differ among Prakriti groups at the baseline levels. However, when challenged with HUT, the Kapha Prakriti group tends to have minimal change in HRV whereas Vata has a higher drop in parasympathetic activity-related parameters such as HF, and RMSSD (Figure 3).
FIGURE 3. Overall representation of differences of HR and HRV parameters in Prakriti-specific manner showing significance level and directionality in different stages of HUT test. Directionality is for first group as compared to second group. Base, baseline; CSI, cardiac sympathetic index; CVI, cardiac vagal index; HF, high frequency; LF, low frequency; LF/HF, LF and HF ratio; nu, normalized unit; pNN50, percentage of NN50; RMSSD, root mean square of successive R-R interval differences; SampEn, sample entropy; SD1, standard deviation of instantaneous beat-to-beat variability; SD2, standard deviation of long-term beat to-beat variability; SDNN, standard deviation of normal to normal R-R intervals; Tidx, triangular index; %∆1, relative change from supine to tilt; %∆2, relative change from tilt to resupine.
Furthermore, we also segregated and analyzed the mixed group (n = 146) into subgroups, Vata-Pitta (n = 82), Kapha-Pitta (n = 51), Vata-Kapha (n = 13). We observed that there were no significant differences at baseline. However, we found that the relative change from supine to tilt in Heart Rate, and HRV was significantly lower in Kapha-Pitta as compared to Vata-Pitta. The change in parasympathetic activity (RMSSD, HF, HF(nu), SD1, and CVI) was higher in Vata-Pitta as compared to Kapha-Pitta. Similarly, the change in LF(nu), Tidx, and LHR was lower in Kapha-Pitta than Vata-Pitta and the change in HR and pNN50 was also significantly lower in Vata-Kapha than Vata-Pitta (Tables S4–S6).
To determine the significance and specificity of our observations in Prakriti groups, we generated 10,000 permuted datasets by removing Prakriti labels. A similar statistical analysis (Kruskal-Wallis) was carried out among groups to calculate the difference in parameters of HRV (Prasher et al., 2008). We observed that the original group p-value lies within the top 5% of the p-values of 10,000 permuted datasets after sorting (Figure S5).
DISCUSSIONIn this study, we report the effect of HUT on healthy individuals among two geographically distinct populations. We found significant differences in the time domain, frequency domain, and non-linear parameters of HRV, indicating the sympathetic dominance and parasympathetic withdrawal during the orthostatic head-up tilt test.
It is reported that HF power is decreased, LF/HF ratio increased significantly in response to HUT in the young subjects aged 23–39 years. Similar observations were also found in our study as we observed Heart Rate significantly increased and Parasympathetic parameters such as RMSSD, pNN50, HF, HF(nu), and SD1 decreased. Further, we also observed that LF/HF ratio increased after orthostatic stress in this study. They explained that an increase in the LF/HF ratio of HRV majorly depends on parasympathetic deactivation. So, in response to an orthostatic challenge, the general response is parasympathetic deactivation at the cardiac level and an increase in sympathetic activity is characterized by a decrease in HRV (Laitinen et al., 2004).
Poincare plot is the visualization of successive RR intervals in the Cartesian plane. The SD1 reflects parasympathetic activity and SD2 reflects sympathetic modulation on the sinus node (Mourot et al., 2004; Shaffer & Ginsberg, 2017). Our result of a decrease in SD1 during tilt position is consistent with previous results (Karmakar et al., 2011; Pawłowski et al., 2021). Likewise, CSI represents the cardiac sympathetic activity which also increased in tilt position & CVI which represents cardiac parasympathetic activity decreased in the tilt position. Thus, our observed responses were in the line with earlier reported studies.
Inter-individual variability in response to HUT test was reported earlier in healthy individuals (Natale et al., 1995; Petersen et al., 2000). Here we show for the first time that healthy individuals stratified into extreme Prakriti groups exhibit differences in HRV parameters in response to HUT. The resting 5 min supine HRV parameters were not significantly different among the Prakriti groups after Bonferroni correction. As our study is only on healthy individuals of 18–40 years, it may be expected that no significant changes in 5-min supine HRV would be observed. Although without correction, we found HF and HF (nu) which signifies the parasympathetic activity was lower in Kapha as compared to the Vata group at the baseline level. LF (nu) and LF/HF were also high in Kapha as compared to Vata.
We also found Tidx and TP were lower in Kapha as compared to Pitta. In our previous study, we reported that Kapha individuals have higher cholesterol, triglycerides, and LDL compared to other Prakriti groups albeit within the normal range (Prasher et al., 2008). Further, the previous studies have also shown HRV and lipid profile correlation, such as an increased triglyceride was associated with a decreased SDNN, increased level of LDL and total cholesterol were associated with decreased RMSSD and HF (nu). These findings and our present results together might suggest that Kapha group individuals, who have higher sympatho-vagal balance and lower vagal tone could be susceptible to cardiovascular diseases.
During HUT, the direction of the relative change of time domain, frequency domain, geometrical and non-linear parameters of HRV were identical among Prakriti groups. However, the magnitude of difference tends to significantly differ among Prakriti groups. As our study showed variability in response to orthostatic stress among healthy individuals when classified into different Prakriti groups, these results can also be useful while studying various diseases which are found to have orthostatic intolerance like Postural Orthostatic Tachycardia Syndrome (POTS), Vasovagal Syncope and also the recent COVID-19 infections. Particularly, recent studies have shown that the COVID positive group was found to have higher overall HRV parameters of parasympathetic tone (RMSSD, pNN50, and HFms) when compared with the Non-COVID group at baseline (Stute et al., 2021). Although when COVID positive individuals were subjected to an orthostatic challenge, they observed a higher drop in parasympathetic activity as compared to Non-COVID individuals (Stute et al., 2021). In our study we have observed that the Vata Prakriti group showed a significantly higher relative change in HR, RMSSD of the time-domain parameter as compared to Kapha in response to tilt. The frequency-domain parameters like HF, HF (nu), LF (nu), and LF/HF ratio also showed a significantly higher relative change in the Vata Prakriti group. The trends similar to the Vata group are also reported in earlier studies, where patients with POTS showed, decreased parasympathetic tone. The HF attenuated significantly more in the POTS group at the beginning of HUT exposure and LF, increased significantly in the POTS group. Further, they also showed that LF/HF increased significantly in both groups in an upright position, but the increase was steeper in the POTS group (Orjatsalo et al., 2020). The non-linear parameters such as SD1, SDR ratio, CSI, CVI, sample entropy were also showing a significantly higher relative change in the Vata Prakriti group. This indicates that COVID and POTS related orthostatic intolerance could be a Vata Vikriti condition. Although it can arise in any Prakriti type individuals, Vata Prakriti may be more susceptible. Our results are also in line with the Ayurveda descriptions of Vata and Kapha Prakriti, wherein Vata is described to be quick/ brisk in responding to stress whereas slow response and stability are hallmarks of Kapha. But further studies need to explore the mechanism to understand the differences in responses among healthy individuals and in COVID-like diseases.
As regards relative change (%Δ2) of HRV parameters from tilt to re-supine, Kapha Prakriti also showed a significantly lower relative change in HR, RMSSD, pNN50 of time-domain parameters similar to what was observed in %Δ1. In frequency domain parameters, a significantly lower relative change was observed in HF, HF (nu), LF (nu) & LF/HF. In non-linear parameters, the SD1, SDR, CSI & sample entropy showed significantly lower relative change. Baseline differences in HRV in relation to BMI have been reported earlier where it is shown significantly higher HF in individuals with <20 kg/m2 BMI (Molfino et al., 2009) and a significantly higher LF (nu) in overweight individuals compared with normal weight and underweight (Krishna et al., 2013). Also, the overweight individuals showed higher LF and lower HF in absolute values at baseline (Krishna et al., 2013; Molfino et al., 2009; Pal et al., 2012). Our observations of baseline HRV are in line where we also observed low BMI and high HF in the Vata group; high BMI, and low HF in Kapha group, although not statistically significant after Bonferroni correction. It would be worthwhile to mention that no study has been reported with such relation of HRV response to HUT and BMI or body weight. Because age is one of the factors that is already known to affect HRV (decreases with age) (Garavaglia et al., 2021; Umetani et al., 1998), when we looked for age-dependent responses among Prakriti groups, we found that age-related changes in response to HUTT were present in Pitta and Vata Prakriti groups. Whereas interestingly, the response in Kapha Prakriti remains constant even in extreme age groups. Because our study demonstrated that the response to orthostatic stress differed between Prakriti groups and also depended on age, we conclude that the response to orthostatic stress varies with age only in certain Prakriti types. Therefore, Prakriti stratification may help distinguish between people who are differentially predisposed to vasovagal syncope and more so with increasing age. Triggers for vasovagal syncope include orthostatic stress (changes in body position), heat exposure, and other forms of stress such as mental or physiological stress (Wieling et al., 2004; Task Force for the Diagnosis and Management of Syncope, European Society of Cardiology (ESC), et al., 2009). Hence, it would also be worthwhile to see how different Prakriti individuals exhibit differential sensitivity to these triggers. In addition, the Prakriti stratification may also be useful for guiding the treatment strategies.
The comparison between mixed Prakriti groups among themselves shows that the relative change from supine to tilt in HR and HRV is lower in Kapha-Pitta as compared to Vata-Pitta. These observations are similar to our above observations in dominant Prakriti groups as we can see here that Prakriti with Kapha-Pitta dominance is less responsive as compared to Vata-Pitta to orthostatic stress. This is the first study reporting variability among healthy individuals classified by the Prakriti method toward HUT response and changes during re-supine.
Human health is the manifestation of a constant relationship between the human body and its surroundings. Increasing data reveal that healthy people have underlying molecular heterogeneity, which results in diverse responses to the environment, diseases, and treatments. Personalized medicine or the practice of deep phenotyping of an individual using multi-system attributes that allow uncovering of underlying physiological variability and accordingly advocates precision interventions, is a necessity. HR and HRV responses to Head-Up Tilt, are also known to have inter-individual differences. In Ayurveda, the concept of Prakriti or an individual intrinsic constitution is strongly ingrained in personalized health management (Dey & Pahwa, 2014; Prasher et al., 2008, 2017).
CONCLUSIONSIn the present study, orthostatic challenge-induced HRV changes were used to decipher the possible differences in different types of individuals. The results show that HR & HRV parameters do not significantly differ among Prakriti groups at the supine position. However, when challenged with HUT, the Kapha Prakriti group tends to have minimal change in HRV whereas Vata has a higher drop in parasympathetic activity as observed in POTS and also recently reported in COVID-19 patients. Furthermore, the results indicate that cardiac autonomic modulation evaluated by standard HRV recording in different positions clearly delineates the differences within healthy populations segregated by Ayurveda Prakriti methods. The lower relative change (%Δ1 & 2) in various HRV parameters observed in the healthy Kapha Prakriti and a steeper decline in parasympathetic activity in Vata after inducing HUT may suggest susceptibility to autonomic dysfunction and associated conditions; however, further longitudinal studies with additional parameters are needed to explore the mechanism and allow predictive modeling for Prakriti based on HRV response.
AUTHOR CONTRIBUTIONSBP, and MM conceived and designed the study. TP and KKD designed the HRV protocol. PR, BKK, AK, BG, AS, TP, RR, DSP, DP, BP, and SaJ performed volunteer recruitment, Prakriti stratification and clinical phenotyping. BaP, RR, and PR performed HRV data analysis. RR, PR, BaP, and BP wrote the manuscript. BP, BaP, MM, and KKD reviewed the data and manuscript. All authors have read and approved the manuscript.
ACKNOWLEDGMENTSAuthors also acknowledge the contribution from all staff from medical/para-medical/administrative for their untiring support. Authors acknowledge the study population from KEMHRC-Vadu, Pune, various colleges, and research institutions around New Delhi for their participation in the study. The authors also acknowledge CSIR-IGIB and AIIMS, Delhi for administrative, infrastructure, and IT support. The authors would like to thank Dr. Anurag Aggarwal, CSIR-IGIB for critical inputs in HRV protocol development and analysis. We also thank Prateek Singh, CSIR-IGIB for helping us throughout the preparation of the manuscript wherever needed. R.R. and P.R. acknowledge The Indian Council of Medical Research for fellowship.
FUNDING INFORMATIONThe work was supported by a grant (MLP901) from the Council of Scientific and Industrial Research (CSIR) Govt. of India and M/o AYUSH for CoE Applied development in Ayurvedic Prakriti and Genomics (GAP0183) to BP and MM.
CONFLICT OF INTERESTThe 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.
ETHICS STATEMENTThis study was carried out in accordance with the recommendations of the Indian Council of Medical Research, India guidelines for biomedical research, with written informed consent from all subjects. All subjects gave written informed consent in accordance with the Declaration of Helsinki. The protocol was approved by the Institutional Human ethics committees of K.E.M. Hospital and Research Centre, Pune as well as the Institute of Genomics and Integrative Biology, Delhi, India, and All India Institute of Medical Sciences, New Delhi.
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Abstract
Autonomic modulation is critical during various physiological activities, including orthostatic stimuli and primarily evaluated by heart rate variability (HRV). Orthostatic stress affects people differently suggesting the possibility of identification of predisposed groups to autonomic dysfunction-related disorders in a healthy state. One way to understand this kind of variability is by using
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1 Centre of Excellence for Applied Development of Ayurveda Prakriti and Genomics, CSIR-Institute of Genomics & Integrative Biology, Delhi, India; CSIR's Ayurgenomics Unit–TRISUTRA (Translational Research and Innovative Science ThRough Ayurgenomics) CSIR-Institute of Genomics and Integrative Biology, New Delhi, India; Genomics and Molecular Medicine, CSIR-Institute of Genomics & Integrative Biology, Delhi, India; Academy of Scientific and Innovative Research, Ghaziabad, Uttar Pradesh, India
2 Department of Physiology, All India Institute of Medical Sciences, New Delhi, India
3 Genomics and Molecular Medicine, CSIR-Institute of Genomics & Integrative Biology, Delhi, India; Indraprastha Institute of Information Technology, Delhi, India
4 CSIR's Ayurgenomics Unit–TRISUTRA (Translational Research and Innovative Science ThRough Ayurgenomics) CSIR-Institute of Genomics and Integrative Biology, New Delhi, India; Genomics and Molecular Medicine, CSIR-Institute of Genomics & Integrative Biology, Delhi, India
5 Centre of Excellence for Applied Development of Ayurveda Prakriti and Genomics, CSIR-Institute of Genomics & Integrative Biology, Delhi, India; CSIR's Ayurgenomics Unit–TRISUTRA (Translational Research and Innovative Science ThRough Ayurgenomics) CSIR-Institute of Genomics and Integrative Biology, New Delhi, India; Genomics and Molecular Medicine, CSIR-Institute of Genomics & Integrative Biology, Delhi, India
6 Vadu Rural Health Program, KEM Hospital Research Centre, Pune, India
7 Indian Institute of Technology Jodhpur, Rajasthan, India
8 Centre of Excellence for Applied Development of Ayurveda Prakriti and Genomics, CSIR-Institute of Genomics & Integrative Biology, Delhi, India; CSIR's Ayurgenomics Unit–TRISUTRA (Translational Research and Innovative Science ThRough Ayurgenomics) CSIR-Institute of Genomics and Integrative Biology, New Delhi, India; Genomics and Molecular Medicine, CSIR-Institute of Genomics & Integrative Biology, Delhi, India; Indian Institute of Technology Jodhpur, Rajasthan, India