| Literature DB >> 31491883 |
Marta Delsoglio1, Najate Achamrah2, Mette M Berger3, Claude Pichard4.
Abstract
Indirect calorimetry (IC) is considered as the gold standard to determine energy expenditure, by measuring pulmonary gas exchanges. It is a non-invasive technique that allows clinicians to personalize the prescription of nutrition support to the metabolic needs and promote a better clinical outcome. Recent technical developments allow accurate and easy IC measurements in spontaneously breathing patients as well as in those on mechanical ventilation. The implementation of IC in clinical routine should be promoted in order to optimize the cost-benefit balance of nutrition therapy. This review aims at summarizing the latest innovations of IC as well as the clinical indications, benefits, and limitations.Entities:
Keywords: indirect calorimeter; indirect calorimetry; nutrition therapy; resting energy expenditure
Year: 2019 PMID: 31491883 PMCID: PMC6780066 DOI: 10.3390/jcm8091387
Source DB: PubMed Journal: J Clin Med ISSN: 2077-0383 Impact factor: 4.241
Factors influencing resting energy expenditure. Adapted from [1,2,9].
| Effects on REE | Factors | |
|---|---|---|
|
|
Burns Hyperventilation Hyperthermia Hyperthyroidism, pheochromocytoma Inflammation (interleukins, interferons, tumor necrosis factors etc.) Metabolic acidosis |
Morbid obesity Overfeeding Physical agitation Sepsis Stress (epinephrine, cortisol, glucagon etc.) |
|
|
Coma/deep sleep General anesthesia Heavy sedation Hypothermia Hypothyroidism Hypoventilation |
Gluconeogenesis Metabolic alkalosis Paralysis Sarcopenia, cachexia Starvation/underfeeding/ketosis |
Figure 1Indirect calorimetry on mechanically ventilated patient (A) and on spontaneous breathing patient in canopy mode (B). In mechanical ventilation the gas sampling is acquired by the circuit connecting the endotracheal tube to the ventilator and measured by ‘breath-by-breath’ or mixing chamber analyses. In spontaneous breathing mode, the subject is placed under a clear canopy with a plastic drape to avoid air leakage. Breath exchanges are collected by the calorimeter for gas analysis and enable calculation of REE using Weir’s equation (REE (kcal/day) = [(VO2 × 3.941) + (VCO2 × 1.11)] × 1440).
Figure 2Metabolic response to injury proposed by Cuthbertson et al. A short ebb phase characterized by hypometabolism occurs immediately after the injury and is characterized by a decrease in metabolic rate, oxygen consumption, body temperature, and enzymatic activity. The ebb phase is followed by a longer hypermetabolic flow phase marked by an increased catabolism, with a high oxygen consumption and an elevated REE rate. Reused with permission from [16].
Figure 3Evolution of measured REE by IC (blue), Toronto predictive equation (dashed blue), delivered energy (black), VO2 (red △), and VCO2 (purple ◆) in a young man weighing 99 kg upon admission with major burns covering 85% body surface over 160 days. The REE variations were important over time particularly during the early phase (weight gain due to fluid resuscitation was 36 kg by day 3), and paralleled the loss of body weight, i.e., of lean body mass (−31 kg after 3 months, with slow recovery). The REE value on day 1 corresponds to the Harris & Benedict prediction of basal EE. The figure also shows the reasonable precision of the Toronto equation, and how difficult it is to feed to measured IC value during the first 14 days. Adapted from [32].
Figure 4Association of delivered calories/resting energy expenditure (REE) percent by indirect calorimetry (IC) with 60-day mortality in different models: the authors recalculated their original 2016 data to integrate the fact that energy delivery increased progressively during the initial 2–3 days, reducing the mean value in stays <5 days. The lowest ICU mortality was observed when percent of delivered calories by REE obtained by IC was 80% (excluding first two feeding days) and 75% (with >10 evaluable nutrition days) (p < 0.05). On the contrary, increments of the ratio above that point—specifically >110%—were associated with increasing mortality (p < 0.05). Reproduced with permission (http://creativecommons.org/licenses/by/4.0/) [17].
Figure 5Conceptual representation of the relative overfeeding commonly resulting from early full feeding during the first days of critical illness. During this phase, the endogenous glucose production (EGP) is increased, covering up to two-thirds of total energy expenditure (TEE—solid black bold line). Full feeding in this phase will results in overfeeding, as the EGP is not attenuated by energy administration (different form healthy): exogenous feeding adds to the EGP resulting in an excessive energy availability, superior to TEE. (Solid black bold line: TEE; grey bold line: adapted endogenous energy production; dotted bold line: early energy administration; thin line: combined endogenous and exogenous energy administration). Reproduced with permission from [1].
Figure 6Evolution of the endogenous glucose production (EGP) over time in critically ill patients. EGP was shown to be 310 g/day in 40 years old starved trauma patients at day 3 of ICU admission (blue) [37] and then decreased to 180 and 111 g/day in older fed patients at day 4 and 9 respectively (light blue) [8]. EGP has to be considered as source of energy in order to avoid overfeeding by extrinsic energy during the first days of ICU stay. Data combined from [8,37].
Common chronic pathologies with effects on resting energy expenditure
| Condition | Effect on REE | |
|---|---|---|
| Anorexia nervosa | ↓ | Low energy intake and reduced lean body mass |
| Cancer | ↑ | Cancer growth and inflammation |
| Chronic kidney diseases | ↑ | Metabolic acidosis and inflammation |
| Chronic obstructive pulmonary disease | ↑ | Increased respiratory efforts |
| Diabetes | ↑ | Increased metabolism |
| Obesity | ↑ | Increased lean body mass |
| Neuromuscular degenerative diseases | ↑ | Inflammation and endocrine disorders |
Factors limiting the reliability and feasibility of IC measurement.
| Factors Limiting IC Measurement |
|---|
|
Agitation, fever, sedatives, and vasoactive adjustments during measurement |
|
Air leakages in respiratory circuit |
|
Dialysis or continuous renal replacement therapy |
|
ECMO |
|
Mechanical ventilation with PEEP > 10 Mechanical ventilation with FiO2 > 80% Noninvasive ventilation Other gases than O2, CO2, and N2: helium |
|
Supplemental oxygen in spontaneous breathing patients |
Some predictive equations commonly used in clinical practice and tested among different hospitalized patients against IC.
| Equations | Parameters Used for Calculation | Accuracy Rate * |
|---|---|---|
|
| ||
| 25 kcal/kg | 25 × WT | 43% [ |
| Harris & Benedict (1919) | M: 13.75 × WT + 5.00 × HT − 6.75 × age + 66.47 | 43% [ |
| Ireton-Jones (1992) | 1925 − 10 × age + 5 × WT + (281 if male) + (292 if trauma) + (851 if burn) | 28% [ |
| Mifflin-St Jeor (1990) | M: 10 × WT + 6.25 × HT − 5 × age + 5 | 35% [ |
| Schofield (1985) | 8.4 × WT + 4.7 × HT + 200 | 42% [ |
|
| ||
| Bernstein et al. (1983) | M: 11.02 × WT + 10.23 × HT − 5.8 × age − 1032 | 40% [ |
| Harris & Benedict (1919) | M: 13.75 × WT + 5.00 × HT − 6.75 × age + 66.47 | 39% [ |
| Huang et al. (2004) | 10.16 × WT + 3.93 × HT − 1.44 × age + 273.82 × sex + 60.65 | 43% [ |
| Lazzer et al. (2007) | M: 0.05 × WT + 4.65 × HT − 0.02 × age − 3.60 | 39% [ |
| Mifflin-St Jeor (1990) | M: 10 × WT + 6.25 × HT − 5 × age + 5 | 40% [ |
| Müller et al. (2004) | 0.05 × WT + 1.01 × sex + 0.015 × age + 3.21 | 37% [ |
| Owen (1987) | M: WT × 10.2 + 879 | 41% [ |
|
| ||
| Bernstein et al. (1983) | M: 11.02 × WT + 10.23 × HT − 5.8 × age − 1032 | 16% [ |
| Harris & Benedict (1919) | M: 13.75 × WT + 5.00 × HT − 6.75 × age + 66.47 | 64% [ |
| Huang et al. (2004) | 10.16 × WT + 3.93 × HT − 1.44 × age + 273.82 × sex + 60.65 | 66% [ |
| Lazzer et al. (2007) | M: 0.05 × WT + 4.65 × HT − 0.02 × age − 3.60 | 58% [ |
| Mifflin-St Jeor (1990) | M: 10 × WT + 6.25 × HT − 5 × age + 5 | 52% [ |
| Müller et al. (2004) | 0.05 × WT + 1.10 × sex + 0.016 × age + 2.92 | 60% [ |
| Owen (1987) | M: WT × 10.2 + 879 | 38% [ |
|
| ||
| 25 Kcal/Kg | 25 × WT | 12% [ |
| Harris-Benedict (1919) | M: 13.75 × WT + 5.00 × HT − 6.75 × age + 66.47 | 31% [ |
| Ireton-Jones (1997) | 1925 − 10 × age + 5 × WT + (281 if M) + (292 if trauma) + (851 if burn) | 37% [ |
| Mifflin-St Jeor (1990) | M: 10 × WT + 6.25 × HT − 5 × age + 5 | 18% [ |
| Owen (1987) | M: WT × 10.2 + 879 | 12% [ |
| Penn State (2003) | 0.85 × HB + 175 × Tmax + 33 × Ve − 6433 | 43% [ |
| Swinamer (1990) | 945 × BSA − 6.4 × age + 108 T + 24.2 × RR + 81.7 × VT − 4349 | 55% [ |
* % of patients where the predicted value (by equation) is within 10% of measured value (by IC). BSA, body surface area (m2); HB, Harris–Benedict value; HT, height (cm); RR, respiratory rate (breath/min); sex: males (M) = 1, female (F); T, temperature (°C); Tmax, maximum temperature (°C) in previous 24 h; TV, tidal volume (L); Ve, expired minute ventilation at the time of collection (L/min); WT, weight (kg).