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San Sebastian 2004 Session 1-2 |
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Sedation is an essential component in Intensive Care Units (ICU). It hinders the reaction to stress, prevents anxiety, increases comfort, and improves mechanical ventilation tolerance, facilitating nursing work (1-2). Clinical studies shown that the most commonly used sedatives in ICU are those administered intravenously (3-4). However, inhaled anaesthetics like desflurane and isoflurane have proved advantageous in critical patient sedation versus intravenous sedation (5-6). Pulmonary elimination in addition to the very low metabolism of halogenated agents ensure sedation control accuracy and a predictable fast recovery. At usual sedation doses, these drugs provide good ventilation control and haemodynamic stability. All this makes them an almost ideal sedative (7).
However, their use has not yet spread, since critical care ventilators do not allow an easy fitting of vaporizers and because a gas scavenging system should be required. Nevertheless, the new device AnaConDa (Anaesthetic Conserving Device, Hudson RCI, Sweden) (8) can be used for the administration of inhaled agents like isoflurane and sevoflurane with standard critical care ventilators.
AnaConDa
AnaConDa (ACD) is a modified heat and moisture exchanger (HME) and a bacterial filter incorporating an extra layer of activated carbon. The anaesthetic is supplied in liquid status via a syringe pump to a porous rod (evaporator) which diffuses the anaesthetic over a large surface. The anaesthetic is instantaneously dragged and vaporized inside the ACD by the inspiratory gas flow and delivered to the lungs. The activated carbon layer absorbs some of the expired anaesthetic vapour and desorbs some of it in the next inspiration. Figure shows the main components of ACD.
This way, it can be used as a vaporizer device with a standard critical care ventilator, saving anaesthetic loss like a low flow circle anaesthetic system. In fact, it has proved to reduce anaesthetic consumption to a level equivalent to that produced in a circle system using a fresh gas flow of 1.5 L (9).
However, an infusion scheme ensuring the desired alveolar concentration of the inhaled anaesthetic has not yet been described.
Hand-driven infusion scheme of liquid sevofluorane for use with AnaConDa
Modelling pharmacokinetics of inhaled anesthetics has been used as an educational tool but also can be applied for developing systems of automated controlled infusion as already exist for intravenous drugs.
We developed a simple pharmacokinetic model to obtain an infusion layout for the clinical use of the ACD filter with sevoflurane. Since infusion was hand-driven, a key objective was to make a single infusion rate change per hour, to facilitate its clinical use. The pharmacokinetic model is based on Lowe's classical model (10) for inhaled anaesthetics uptake and distribution. Losses produced via the ACD filter have been added to the consumption estimated by the model. Our model establishes the initial adjustment of the liquid sevoflurane infusion rate so that the target end-tidal concentration is attained in a preset induction time, as well as the adjustments to be made each hour for maintaining such concentration in the next hours. The model is a basic instrument for ACD filter clinical application, as it allows us to predict sevoflurane end-tidal concentration based on the infusion rate adjustment of the liquid anaesthetic. Its clinical importance stems from an easier use of sevoflurane as a sedative agent in any clinical area because it could be used with any ventilator, not requiring an anaesthesia machine.
Clinical study to determine the predictive performance of the model {Nosotros hemos desarrollado un modelo farmacocinético simple para obtener un esquema de infusión para el uso clínico del ACD filter con sevoflurano.|}{El modelo farmacocinético se fundamenta en el modelo clásico de Lowe (Lowe HJ. The quantitative practice of anesthesia. Baltimore, Williams and Wilkins, 1981) de captación y distribución de los anestésicos inhalatorios que utiliza multiples compartimentos y que ha sido reajustado posteriormente (Heffernan Anaesthesia 1982).|}
We studied 30 Critical Care Unit patients who received sevoflurane for 6 hours via the ACD filter (Critical Care patients). Infusion rate was randomly adjusted following the specific pharmacokinetic model so that a 1% (n=15) and 1.5% (n=15) alveolar target concentration of sevoflurane was reached
All patients were sedated with continuous iv perfusion propofol (starting from 2 mg/Kg/hour) and analgesia with morphine boluses or remifentanil in iv continuous infusion. They were mechanically ventilated with different respiratory patterns according to their needs. PaO2/FiO2 ratio was over 300 for all cases and PEEP was adjusted between 5 and 10 cmH2O.
A BIS 2000 monitor was used to evaluate the sedation level. A sidestream capnograph and anaesthetic gas monitor (Vamos, Drager, Germany) connected to the ACD filter was also used. The sampling flow (150 mL/min) was redirected to the breathing system after analysis through a port located between the ACD filter and the ET tube.
Liquid sevoflurane infusion to the ACD filter started using a standard syringe infusion pump (Alaris, mod 2006, USA). The pump’s infusion rate was adjusted following the values obtained from the pharmacokinetic model. The first adjustment was intended to reach the alveolar target concentration in 10 minutes. At that point infusion rate was reduced to the first-hour maintenance rate. Infusion rate was only readjusted once each hour until the study’s 6-hour period elapsed, no rate changes being made between the hourly adjustments. Haemodynamic levels, BIS, and end-tidal sevoflurane concentration values were recorded every 2 minutes for the first hour and every 15 minutes afterwards.
Computation of performance parameters
Performance parameters were determined following the methods described by Varvel et al (11) as follows:
The performance error (PE) for each data point sampled is the basic estimation of accuracy of each measurement (against the target) and is calculated as:
PE = ( Cm - Cp ) / Cp ´ 100
where Cm is the measured concentration and Cp is the predicted concentration at each time-point. From this measurement at each time-point, four derived parameters are calculated:
MDAPE: Median absolute performance error (%): median of the absolute values of PE. This value reflects the inaccuracy of the model and is the single best predictor of clinical acceptability of the performance of the model.
MDPE: Median performance error (%): median of the positive or negative values of PE. It measures bias (above-below the target) better than accuracy.
Wobble (%): median of the absolute variability of PE, calculated as PE-MDPE. Less wobble means more stability in the obtained concentration.
Divergence (% per hour): time-related parameter that indicates how the inaccuracy of the model changes as time increases. It is obtained from the slope of PE versus time in each patient. Zero indicates accuracy is maintained over time. If positive, it means that PE increases over time showing the percentage of increment per hour. If negative, then PE decreases over time.
The performance accuracies of the model with the “two-stage approach” for the first hour analysis are showed in the table III and for the 6 hours analysis in the table IV. Performance parameters of the model are shown in the Table. The results of the “pooled data approach” are illustrated in the figures 3 and 4 for the first hour analysis and for the six hour analysis respectively. Divergence is close to 0 for both first hour and 6 hour analysis and their confidence intervals (-2.4;9.9 for the first hour and –1.1;0.2 for the 6 hour period) both include zero, which implies no overall deviation with time. Divergence is close to 0 and its confidence intervals (–1.1;0.2) include zero, which implies no overall deviation of the error with time.
Table : Mean Performance parameters
(Values are expressed as Mean ± standard deviation)
|
|
patients |
t points |
Et-sevo |
mdape |
Mdpe |
wobble |
divergence |
|
Sevo 1% |
15 |
360 |
0.95±0.07 |
5.3±5.5 |
-5.3±5.5 |
1.3±3.0 |
-0.5±2.1 |
|
Sevo 1.5% |
14 |
336 |
1.47±0.09 |
2.6±4.0 |
-2.3±4.1 |
1.2±2.4 |
-0.3±0.8 |
|
All |
29 |
696 |
- |
3.9±4.9 |
-3.8±5.0 |
1.3±2.7 |
-0.4±1.6 |
The model was intended as a simple clinical guide to manually adjust liquid sevoflurane infusion rate and as a way to predict Et-concentration within acceptable limits. As seen, the model’s predictive performance has a 3.9% average error and no significant differences are found in the median absolute prediction error (mdape) for the different sevoflurane target concentrations studied.
The model’s predictive performance is greater than that published for far more complex anesthetic uptake predictive models which include the variability in cardiac output, B/T partition coefficient with age, temperature, etc. (12). The better predictive performance of our model can be attributed to its use with AnaConDa and an open circuit, this meaning all elements not related to uptake by the organs over time are ruled out. Likewise, the model’s predictive performance is not only within acceptable limits for intravenous sedative and anaesthetic infusion systems but also below values reached in different studies using widely accepted clinically used models (13-14). The better results obtained by our model -simpler and with a much lower infusion variation sequence- are explained by the scarce metabolism of inhaled anaesthetics.
When drawing conclusions on the system, it is worth analysing the clinical meaning of the results. The 3.9% mean predictive error (average of each patient' medians, mdape) shows that by adjusting the infusion rate to reach a 1.5% target sevoflurane concentration, for instance, 50% of the obtained Et values ranged between 1.44 and 1.56%. At the same time, the negative mean bias, with a negative confidence interval both in the top and bottom limits, shows that prediction errors produce, in 95% of the cases, Et-sevoflurane values under the target values. First, this is important for safety reasons, as overdosing is almost impossible. Together with the low error variability (mean wobble of 1.3%) and the stability over time (mean divergence of -0.4 %h-1), the model ensures Et-concentration values after the first hour will not undergo clinically relevant changes in the next hours. Thus, the negative and constant bias does not only facilitates Et-concentration readjustment by simply increasing the infusion rate but also ensures that the new Et-values will also remain stable in the following hours.
Another important feature is the fact that the infusion rate is readjusted once "induction time" has elapsed and is only changed once every hour. This makes bedside application easier, as one can make it coincide with hourly clinical sign check-ups by the nurse in critical care patients. With the easy-to-handle model described, a computer-controlled system is no longer essential. In fact, for the same patient, the infusion rate reduction in the 6 hours fluctuates from 5 to 15% (depending on target % and weight) and decreases over time. Then, forgetting to modify the infusion rate in 2-3 hours is not likely to cause clinically relevant variations in the sevoflurane Et-concentration. This feature also adds to system safety.
In conclusion, the study evidences the excellent 6-hour predictive performance of a simplified pharmacokinetic model for hand-driven infusion of liquid sevoflurane for use with the ACD filter in post-operative critical care patients with no respiratory pathologies. Predictive features ensure system safety and hourly adjustment, this facilitating the clinical application. A more generalised application and with other agents will dictate the future of this new device.
References.
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2. Ostermann ME et al. Sedation in the ICU. JAMA 2000 ;283 :1451-9
3. Izurieta R et al. Sedation during mechanical ventilation: a systematic review. Crit Care Med 2002;30:2644-8
4. Jacobi J et al. Task Force of the American College of Critical Care Medicine (ACCM) of the Society of Critical Care Medicine (SCCM). Crit Care Med 2002; 30: 119-41
5. Ibrahim AE et al. Speed of recovery and side–effect profile of sevoflurane sedation compared with midazolam. Anesthesiology 2001; 94: 87-94
6. Meiser A et al. Desflurane compared with propofol for postoperative sedation in the intensive care unit. Br J Anaesth 2003; 90: 273-80.
7. Kong KL, Bion JF. Sedating patients undergoing mechanical ventilation in the intensive care unit. Winds of change? Br J Anaesth 2003; 90: 267-9
8. Enlund M et al. A new device to reduce the consumption of a halogenated anaesthetic agent. Anaesthesia 2001; 56: 429-32
9. Tempia A et al.The anesthetic conserving device compared with conventional circle system used under different flow conditions for inhaled anesthesia. Anesth Analg. 2003; 96: 1056-61.
10. Lowe HJ. The quantitative practice of anesthesia. Baltimore, Williams and Wilkins, 1981
11. Varvel JR, Donoho DL, Shafer SL. Measuring the predictive performance of computer-controlled infusion pumps. J Pharmacokinet Biopharm. 1992; 20: 63-94.
12. Kennedy RR, French RA, Spencer C. Predictive accuracy of a model of volatile anesthetic uptake. Anesth Analg 2002; 95: 1616-21,
13. Veselis RA, Glass P, Dnistrian A, Reinsel R. Performance of computer-assisted continuous infusion at low concentrations of intravenous sedatives. Anesth Analg. 1997; 84: 1049-57.
14. Swinhoe CF, Peacock JE, Glen JB, Reilly CS. Evaluation of the predictive performance of a 'Diprifusor' TCI system. Anaesthesia. 1998; 53 (Suppl 1): 61-7.