Analysis of Resting Energy Expenditure in the Clinical Course of Critically Ill Surgical Patients with Sepsis: Prospective Observational Study

Article information

J Acute Care Surg. 2024;14(3):80-87
Publication date (electronic) : 2024 November 21
doi : https://doi.org/10.17479/jacs.2024.14.3.80
Division of Acute Care Surgery, Department of Surgery, University of Ulsan College of Medicine, Asan Medical Center, Seoul, Republic of Korea
*Corresponding Author: Suk-Kyung Hong, Division of Acute Care Surgery, Department of Surgery, University of Ulsan College of Medicine, Asan Medical Center, 88 Olympic-ro, 43-gil, Songpa-gu, Seoul 05505, Republic of Korea, Email: skhong94@amc.seoul.kr
Received 2024 July 8; Revised 2024 October 1; Accepted 2024 October 6.

Abstract

Purpose

It is important to understand changes in energy requirements in critically ill patients with sepsis. This study investigates alterations in energy requirements based on the clinical course of sepsis in patients admitted to the surgical intensive care unit (SICU) using indirect calorimetry.

Methods

In this prospective study, 36 patients admitted to the surgical intensive care unit with sepsis were analyzed. Using indirect calorimetry, the resting energy expenditure (REE) and respiratory quotient (RQ) were assessed on the 1st, 3rd, and 7th day of Intensive Care Unit admission. Measured REE through indirect calorimetry was compared with the predictive equations (Weight-based, Harris-Benedict, Ireton-Jones, and Penn state 2003) using intraclass correlation coefficient (ICC) and Bland-Altman analysis.

Results

Measured REE was highest on Day 1 and remained unchanged on Day 3 and 7 (Day 1 vs. Day 3 vs. Day 7: 24.29 ± 3.72 kcal/kg vs. 22.42 ± 3.72 kcal/kg vs. 23.26 ± 5.78 kcal/kg). RQ decreased on Day 3 but increased on Day 7 after caloric intake (Day 1 vs. Day 3 vs. Day 7: 0.69 ± 0.06 vs. 0.67 ± 0.05 vs. 0.71 ± 0.06). Comparing the correlation between the 4 predictive equations and the measured REE, the Penn state 2003 equation demonstrated the highest correlation at each time point, although it showed a decreasing trend over time (Penn state equation ICC: Day 1-0.71, Day 3-0.65, Day 7-0.53).

Conclusion

In sepsis patients, it is necessary to understand metabolic changes according to the clinical course and provide appropriate calories as determined by using indirect calorimetry when the patients enter the stable phase.

Introduction

Providing adequate nutrition in critically ill patients is important for improving clinical outcomes. Underfeeding can lead to infections and muscle weakness, while overfeeding also may result in complications such as infections, hyperglycemia, and immune deficiencies [1,2]. Therefore, several guidelines recommend using indirect calorimetry to determine the exact energy requirements of critically ill patients [35]. Additionally, when indirect calorimetry is not feasible, it is recommended to use the published predictive equations or a simplistic weight-based equation [4,6]. However, several studies have reported that the predictive equations are less accurate compared to indirect calorimetry [79]. Especially, in septic patients who require resuscitation, the previously used predictive equations are not accurate, and to determine the exact energy requirements it is necessary to use indirect calorimetry whenever possible [8,1012].

Sepsis is the main cause of admission to an intensive care unit (ICU). In patients with sepsis, the metabolic response varies depending on the clinical course, so it is necessary to understand changes at each time point and provide appropriate nutritional support. The European Society for Clinical Nutrition and Metabolism (ESPEN) guidelines recommend reflecting the changes in metabolism at the current point in time. The first 1 to 2 days post-ICU admission are defined as the early period of the acute phase, Days 3 to 7 as the late period of the acute phase, and beyond Day 7 as the late or post-acute phase [13]. The ESPEN guidelines recommend hypocaloric nutrition (not exceeding 70% of energy expenditure) during the early period of the acute phase. It recommends that there is a gradual increase in energy delivery to 80%–100% of the measured energy expenditure, 3 days post-ICU admission [4,13]. Although several studies have analyzed energy requirements at various time points [10,14], there are few studies that have prospectively analyzed changes in the REE and respiratory quotient (RQ) as calories are supplied according to current guidelines. Therefore, this study investigated alterations in energy requirements based on the clinical course of sepsis in patients admitted to the surgical ICU using indirect calorimetry.

Materials and Methods

1. Patients and data collection

This study prospectively analyzed sepsis patients admitted to the surgical ICU at Asan Medical Center, South Korea, from May 2021 to June 2022. Patients expected to be mechanically ventilated for more than 7 days were included in this study. Patients under 18 years who were unable to undergo indirect calorimetric measurement [fraction of inspired oxygen (FiO2) > 0.6, bronchopleural fistula, and/or persistent air-leakage] were excluded.

This study was approved by the Institutional Review Board of Asan Medical Center (no.: 2021-0686). According to the nature of the prospective study, informed consent was obtained from all enrolled patients. Patient-related data were prospectively collected from electronic medical records according to the case report form and were analyzed.

Based on data from a retrospective study in 2017 where the initial measured average value of the REE was 1,900 ± 516 kcal, which increased by approximately 300 kcal, 3 days post-ICU admission, 31 patients were required for this current study (to calculate the sample size with a significance level of 0.05 and a power of 90%) [14]. However, considering a 20% drop-out rate, a total of 36 patients were enrolled in the study.

2. Indirect calorimetric measurement

Indirect calorimetry was performed using a CARESCAPE B650 monitor (GE, Helsinki, Finland). The REE was measured by 3 well-experienced critical care nurses. Measurements were conducted under the following strict conditions to obtain accurate results: (1) prohibition of interventions such as positioning, suctioning, or intermittent hemodialysis that may stimulate the patients; (2) indirect calorimetric calibration for ≥ 10 minutes before each measurement; and (3) rest for ≥ 30 minutes before each measurement. Oxygen consumption and CO2 production were measured, and the REE and RQ were calculated using the Weir equation.

3. Predictive equations

The REE was estimated using 4 predictive methods: (1) the weight-based (25 kcal/kg/day, rule of thumb) [15], (2) Harris-Benedict [16], (3) Ireton-Jones (for ventilated patients) [17], and (4) Penn State 2003 equation [18] (Table 1 [1518]).

Predictive Equations for Resting Energy Expenditure

4. Outcomes

The REE and RQ were measured using indirect calorimetry at 24 hours (Measure 1), 3 days (Measure 2), and 7 days (Measure 3) after patient admission to the surgical ICU (Figure 1). The primary outcome was to compare the changes in the REE and RQ measured at 3 distinct time points (1, 3, and 7 days post-admission to the surgical ICU). The secondary outcome of this study was to compare between the REE values measured using indirect calorimetry at each time point and the REE values calculated using 4 predictive equations. This comparison aimed to evaluate the accuracy of the predictive REE equation against actual measurements obtained using indirect calorimetry.

Figure 1

The timing of indirect calorimetry measurements.

ICU = intensive care unit; SICU = surgical intensive care unit.

5. Statistical analysis

Continuous, normally distributed variables were presented as the mean ± SD. Measurements were compared using the paired t test. The Bland-Altman method and the intraclass correlation coefficient (ICC) estimates were used to calculate the mean difference between the predicted and measured REE values. Statistical significance was set at p < 0.05. Statistical analyses were conducted using R software (Version 4.2.3; R Foundation for Statistical Computing, Vienna, Austria; http://www.R-project.org).

Results

A total of 33 sepsis patients were enrolled in this study (Supplementary Material 1). The average age of the enrolled patients was 70.3 ± 10.6 years, accompanied by hypertension (69.7%), and malignancy (72.7%). The most common cause of sepsis was intra-abdominal infection (78.7%). Upon admission to the ICU, 18 patients (54.5%) were assessed as having a normal nutritional status, while 15 patients (45.5%) were assessed to be malnourished. Mortality rates were 21.2% (7 patients; Table 2).

Characteristics of Enrolled Patients (n = 33)

The measured REE was highest on Day 1 (24.29 ± 3.72 kcal/ kg/day), and a statistically significant decrease was observed on Day 3, (22.42 ± 3.72 kcal/kg/day; p = 0.045). On the 7th day, REE slightly increased to 23.26 ± 5.78 kcal/kg/day, but this change was not statistically significant (Figure 2A).

Figure 2

Mean differences of measured resting energy expenditure and respiratory quotient from Day 1 to Day 7.

(A) Measured resting energy expenditure (kcal/kg/day); (B) respiratory quotient.

EN = enteral nutrition; PN = parenteral nutrition; REE = resting energy expenditure, RQ = respiratory quotient.

The RQ was measured on Day 1, (0.69 ± 0.06) and decreased to its lowest value (0.67 ± 0.05) on Day 3. On Day 7, it increased statistically significantly to 0.71 ± 0.06 (p = 0.005; Figure 2B). During the 1st and 2nd day post-ICU admission, an average of 396.5 kcal was provided, and between the 3rd and 6th days, the average energy intake was increased to 945.3 kcal.

The calories actually supplied to the patients from Day 1 to Day 7 post-ICU admission were analyzed (Figure 3). On Day 1, 336.9 kcal were supplied, and the amount was gradually increased to 1331.5 kcal by Day 7. As there were many patients who had undergone major abdominal surgery, parenteral nutrition was provided more often than enteral nutrition.

Figure 3

Energy intake from Day 1 to Day 7 - Changes in energy intake depending on nutritional supply method (including enteral nutrition, and parenteral nutrition).

The REE values measured by indirect calorimetry on Days 1, 3, and 7 and the energy expenditure values obtained by the 4 predictive REE equations were compared using ICC analysis (Table 3) and the Bland-Altman plot (Figures 46). On Day 1, the REE results measured by the weight-based equation (29.4 ± 295.5 kcal) and the Penn State equation (−44.5 ± 216.9 kcal) showed little difference from the REE values measured by indirect calorimetry. The Penn State equation showed the highest correlation with an ICC value of 0.71 (p < 0.001). Even on Day 3, the Penn State equation showed the closest results (3.1 ± 231.9 kcal), with the ICC showing the highest agreement at 0.65 (p < 0.001). When comparing the values measured on Day 7, the Penn State equation was the closest (−37.9 ± 336.6 kcal) and the ICC also showed the highest agreement at 0.53 (p = 0.002). The predictive REE equation analyzed on Day 1 had the highest overall agreement and the ICC values decreased over time. At all 3 time points, the Penn State equation showed the closest results between predictive and measured REE.

Comparison of Measured Resting Energy Expenditure with Predictive Equations for Resting Energy Expenditure from Day 1 to Day 7

Figure 4

Bland-Altman analyses of measured and predicted resting energy expenditure values (Day 1).

(A) Weight-based equation (rule of thumb); (B) Harris-Benedict equation; (C) Ireton-Jones equation; (D) Penn state 2003 equation.

Figure 5

Bland-Altman analyses of measured and predicted resting energy expenditure values (Day 3).

(A) Weight-based equation (rule of thumb); (B) Harris-Benedict equation; (C) Ireton-Jones equation; (D) Penn state 2003 equation.

Figure 6

Bland-Altman analyses of measured and predicted resting energy expenditure values (Day 7).

(A) Weight-based equation (rule of thumb); (B) Harris-Benedict equation; (C) Ireton-Jones equation; (D) Penn state 2003 equation.

Discussion

In this study, changes in the REE and RQ values obtained using indirect calorimetry at each time point of sepsis, specifically during the early and late periods of the acute phase, and the post-acute phase, were analyzed. The ESPEN guidelines recommend evaluating and providing appropriate energy targets using indirect calorimetry, whenever possible, after the acute phase of critical illness [4,13]. It has been reported that full nutritional support increases the risk of overfeeding because endogenous energy production in the early stages of sepsis meets the caloric requirements needed during this phase [19,20]. Consequently, it is recommended that caloric intake is gradually increased from the 3rd day post-ICU admission [4,19]. In our patients, the REE measured by indirect calorimetry was highest on Day 1 post-admission and remained similar after decreasing on Day 3. This pattern can be attributed to catabolism which peaks initially, leading to the highest REE values, which then stabilize as the patient enters a plateau period. In the study by Israfilov et al [8], measurements were made only at 2 points: within the acute phase (between 24 and 48 hours) and within the recovery phase (between 72 and 120 hours). Similar to our findings, their measurements also appeared to be high initially and then decreased, indicating a trend in the metabolic response to sepsis.

The RQ exhibits a similar trend on Day 1 and Day 3, but increases significantly on Day 7 as nutrition is provided. This indicated that the RQ reflects the number of calories supplied, demonstrating its use in assessing the metabolic response to nutritional intake over time. Expert recommendations on personalized nutrition propose that measurements should not be used too early post-ICU admission, before patients are adequately resuscitated (post-ICU Day 3) [21,22]. The highest REE value measured on Day 1 in this current study reflects these recommendations.

Several studies have compared the REE values measured by indirect calorimetry and predictive equations. However, most studies have been retrospective, and many studies did not use specific protocols for comparing periods of treatment post-admission to the ICU [6,9,19,23]. Many studies have recommended the use of indirect calorimetry because significant discrepancies were observed in the REE values between indirect calorimetry and those obtained by predictive equations [4,13,19,24]. In this current study, a markedly poor correlation was observed between the REE values measured using indirect calorimetry and those estimated using predictive equations. Among the 4 predictive equations, the Penn State 2003 equation, which incorporates dynamic parameters reflecting the patient’s current physiological state, consistently demonstrated the greatest concordance with measured REE at each time point. The Harris-Benedict and Ireton-Jones equations, which utilize static parameters such as the patient’s weight and height, showed a lower concordance compared with the Penn State equation. Notably, all 4 predictive equations exhibited the highest concordance immediately at ICU admission, with overall ICC declining over time. Lee et al [25] compared the REE values measured using indirect calorimetry within 36 hours, immediately after liver transplantation surgery, with the REE values obtained using predictive equations. Consistent with our findings, the Penn State 2003 equation demonstrated the highest concordance. A retrospective study by Waele et al [7] compared indirect REE values obtained from using calorimetry and predictive equations in critically ill patients and observed that the Penn State 2010 equation showed the highest agreement. These results suggest that predictive equations that incorporate dynamic parameters such as body temperature or tidal volume, which reflect the patient’s current condition, may be accurate and thus preferable. Panitchote et al [14] prospectively measured REE values using indirect calorimetry at 24, 48, and 72 hours in patients with sepsis and compared the results with those obtained using predictive equations such as Harris-Benedict, Ireton-Jones, and weight-based equations. Despite the time difference compared with the current study, this study also reported the highest concordance when measurements were taken within the first 24 hours and this decreased over time, with an overall low ICC < 0.5. The present study showed similar results, with the highest agreement within the first 24 hours. This is attributed to the significant changes in body weight caused by the large volumes of fluid administered during the resuscitation period which increasingly affects the measurements over time. Although predictive equations may be useful at the beginning of ICU admission, their accuracy diminishes over time thus, whenever possible, indirect calorimetry is necessary.

This study has several limitations. Firstly, this study was powered but the small sample size may limit generalizability of the findings. The small cohort also restricted the capacity to evaluate the effect of nutritional support on clinical outcomes. Secondly, the study primarily involved surgical critically ill patients with a high incidence of abdominal sepsis and related postoperative complications such as anastomosis leakage or high-output stoma, which affect administration of appropriate enteral nutrition. These factors may not accurately represent the broader population of patients with sepsis. Thirdly, continuous renal replacement therapy was administered to 13 (39.4%) patients. Although recent guidelines suggest that continuous renal replacement therapy has minimal effects on the reliability of indirect calorimetry measurements, concerns remain about its potential effects on CO2 removal and nutrient loss which could introduce additional biases into the study’s findings [26,27].

In conclusion, consistent with current guidelines on indirect calorimetry, this study revealed significant discrepancies between the results obtained from indirect calorimetry and those derived from predictive equations. This finding emphasizes the need for further evaluations of energy requirements using indirect calorimetry to ensure accurate nutritional assessments. If indirect calorimetry is not feasible, predictive equations that incorporate dynamic parameters, such as the Penn State equation, are recommended. However, these predictive equations show the highest concordance at the beginning of ICU admission, and this agreement decreases over time.

Supplementary Material

Notes

Author Contributions

Data acquisition and analysis: HJL and YHJ. Data interpretation: SBA, JHL, JYK, SKH, and HJL. Drafted the manuscript: HJL. All authors critically revised the manuscript, agreed to be fully accountable for ensuring the work’s integrity and accuracy, and read and approved the final manuscript.

Conflicts of Interest

The authors have no conflicts of interest to disclose.

Funding

Funds for this research were provided by the Korean Society of Acute Care Surgery.

Ethical Statement

This study is conducted after approval from the Institutional Review Board of Asan Medical Center (no.: 2021-0686).

Data Availability

All relevant data are included in this manuscript.

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Article information Continued

Figure 1

The timing of indirect calorimetry measurements.

ICU = intensive care unit; SICU = surgical intensive care unit.

Figure 2

Mean differences of measured resting energy expenditure and respiratory quotient from Day 1 to Day 7.

(A) Measured resting energy expenditure (kcal/kg/day); (B) respiratory quotient.

EN = enteral nutrition; PN = parenteral nutrition; REE = resting energy expenditure, RQ = respiratory quotient.

Figure 3

Energy intake from Day 1 to Day 7 - Changes in energy intake depending on nutritional supply method (including enteral nutrition, and parenteral nutrition).

Figure 4

Bland-Altman analyses of measured and predicted resting energy expenditure values (Day 1).

(A) Weight-based equation (rule of thumb); (B) Harris-Benedict equation; (C) Ireton-Jones equation; (D) Penn state 2003 equation.

Figure 5

Bland-Altman analyses of measured and predicted resting energy expenditure values (Day 3).

(A) Weight-based equation (rule of thumb); (B) Harris-Benedict equation; (C) Ireton-Jones equation; (D) Penn state 2003 equation.

Figure 6

Bland-Altman analyses of measured and predicted resting energy expenditure values (Day 7).

(A) Weight-based equation (rule of thumb); (B) Harris-Benedict equation; (C) Ireton-Jones equation; (D) Penn state 2003 equation.

Table 1

Predictive Equations for Resting Energy Expenditure

Name [ref] Equation
Weight-based equation [15] REE = 25 × W

Harris-Benedict equation [16] Male: REE = 1.3 (stress factor) × [66.47 + 13.75 × W + 5 × H − 6.755 × A]
Female: REE = 1.3 (stress factor) × [665.1 + 9.563 × W + 1.85 × H − 4.676 × A]

Ireton-Jones equation (for ventilated patients) [17] Male: REE = 2028 − 11(A) + 5(W) + 239(T) + 804(B)
Female: REE = 1784 − 11(A) + 5(W) + 239(T) + 804(B)

Penn State 2003 equation [18] REE = 0.85 × HBE+175 × Tmax+33 × VE − 6433

W= actual body weight (kg); H = height (cm); A = age (y); T = trauma; B = burn; HBE = Harris-Benedict equation; Tmax = maximum body temperature; VE = expired minute volume; REE = resting energy expenditure.

Table 2

Characteristics of Enrolled Patients (n = 33)

Variables Mean ± SD or n (%)
Sex (male) 23 (69.7)

Age (y) 70.3 ± 10.6

Underlying disease
 Diabetes mellitus 12 (36.4)
 Hypertension 23 (69.7)
 Liver cirrhosis 3 (9.1)
 Chronic kidney disease 2 (6.1)
 Malignancy 24 (72.7)
 Transplantation 3 (9.1)
 Others 14 (42.4)

Cause of sepsis
 Abdomen 26 (78.7)
 Respiratory 3 (9.1)
 Urosepsis 2 (6.1)
 Others 2 (6.1)

Body mass index 24.8 ± 3.3

APACHE II score 20.8 ± 7.2

Nutritional status at ICU admission
 Normal 18 (54.5)
 Moderate 13 (39.4)
 Severe 2 (6.1)

Continuous renal replacement therapy 13 (39.4)

Length of ICU stay (d) 21.9 ± 20.3

Length of hospital stay (d) 55.8 ± 41.6

Mortality 7 (21.2)

ICU = intensive care unit.

Table 3

Comparison of Measured Resting Energy Expenditure with Predictive Equations for Resting Energy Expenditure from Day 1 to Day 7

Variables Day 1 Day 3 Day 7
REE ICC (95% CI) REE ICC (95% CI) REE ICC (95% CI)
Indirect calorimetry 1,611.3 ± 318.3 1,543.8 ± 322.1 1,557.5 ± 419.7
Weight-based equation 1,667.1 ± 260.9 0.60 [0.33–0.78] 1,729.7 ± 265.5 0.48 [0.11–0.73] 1,685.4 ± 260.3 0.35 [−0.02–0.64]
Harris-Benedict equation 1,718.3 ± 246.8 0.66 [0.38–0.83] 1,718.3 ± 246.8 0.48 [−0.02–0.73] 1,718.3 ± 246.8 0.48 [0.14–0.72]
Ireton-Jones equation 1,753.0 ± 234.2 0.49 [0.17–0.72] 1,753.0 ± 234.2 0.46 [0.03–0.72] 1,753.0 ± 234.2 0.41 [0.05–0.68]
Penn State 2003 equation 1,567.0 ± 251.8 0.71 [0.49–0.85] 1,546.9 ± 215.1 0.65 [0.39–0.81] 1,519.5 ± 244.4 0.53 [0.19–0.75]

CI = confident interval; ICC = intraclass correlation coefficient; REE = resting energy expenditure.