METHOD AND DEVICE FOR CONTROLLING THE TEMPERATURE OF THE GAS FLOW IN MEDICAL DEVICES

Abstract

The present invention relates to a method for controlling the gas temperature in medical devices by means of a state observer, e.g., in the field of laparoscopy or respiration, and to devices for carrying-out said method.

Description

BACKGROUND OF THE INVENTION

The present invention relates to a method for controlling the gas temperature in medical devices, e.g. in the field of laparoscopy or respiration, and to devices for carrying-out said method.

In various medical procedures, gases are introduced into the inward parts of the body. An example thereof is the laparoscopy, wherein up to now during a therapeutic intervention gases (e.g., CO₂) are supplied to the abdomen. In these procedures the supplied gas is normally heated, so that the gas entering into the inward parts of the body has nearly body temperature, since too cold as well as too hot gases would lead to pain symptoms of the patient. Therefore, measurement and control of the gas temperature are particularly important. Typically, the gas lines used for such procedures are provided with temperature sensors that are intended to allow a corresponding temperature control. The use of such separate sensors is disadvantageous, among other reasons, since they cause additional cost. Since the associated hoses are disposable articles, it is desirable to avoid any additional cost. Another possibility of measuring the temperature is the measurement of the temperature of the heating wire. There is a relationship between the gas temperature at the exit of the hose and the temperature of the heating wire, it is however dependent on a number of parameters, such as, e.g., the volume flow of the gas, the type of gas, the heating power, the geometry, and the material of the hose, as well as the outside temperature, just to name some of these factors.

Given this background, it is the object to provide a method for measuring and controlling the gas temperature, which overcomes the above disadvantages. As a solution for this object, the method according to claim 1 is proposed. Advantageous embodiments are subject matter of the sub-claims referred back to claim 1. Further, a device for carrying-out a method according to claim 5 is proposed. Advantageous embodiments thereof are subject matter of the sub-claims referred back to claim 5.

SUMMARY OF THE INVENTION

The method according to the invention is based, substantially, on that for measuring and controlling the gas temperature at the patient-side end of a heating hose, a mathematical model is used. For this purpose, the complete system consisting of heating wire, electronic measurement system, supply line, temperature sensor, and gas flow is described by a set of differential equations and put together in a so-called state-space model. Under the condition that the parameters of the model are sufficiently precisely determined, then, with identical input variables, an estimation for the gas temperature at the exit of the gas hose (i.e. trocar entry) can be made. By comparison of the actual and the estimated wire temperature, deviations (so-called observer errors) can be detected. They may occur, e.g., due to different initial states (e.g., there is no a priori information about the gas temperature at the beginning of the gas supply). If the observer error is rated with a performance criterion, and the result is then fed back to the model (state-variables correction), the error will go down, and as a result, a precise estimate for the gas temperature at the exit of the hose is obtained. The advantage of the proposed method is, among others, that for the measurement of the gas temperature at the exit of the hose, no additional temperature sensor is required. As a result, even without a temperature sensor at the exit of the hose, a precision of estimation is achieved that is comparable to the precision of measurement by means of a conventional hose including a temperature sensor. Safety for the patients is thus ensured even without an additional sensor.

Preferably, the method according to the invention is configured such that the estimation system is implemented as a state observer, in particular as a Luenberger observer. Such state observers including the Luenberger observer are described, e.g., in textbooks of control engineering.

A particular embodiment of such a device implementing the above method is an insufflation apparatus for laparoscopy. It comprises a gas supply (e.g., from a pressure bottle) that is provided with the required exit pressure, and is enabled to achieve a suitable volume flow. The volume flow is controllable, e.g., between 0 and 501/min. Through a supply hose, the gas is introduced into the inward parts of the body. For obtaining the desired temperature (approx. body temperature, i.e., approx. 37° C.) at the exit of the hose, there is provided a heating device, e.g., a heating wire, in the interior of the hose. The gas introduced into the inward parts of the body may be discharged either through separate gas exit devices, through a suction apparatus or also simply through leaks from the inward parts of the body. By the above method according to the invention, using the measurement data from the heating wire (by means of resistance measurement), the actual temperature at the exit of the hose is estimated and is controlled by variation of the heating power of the heating wire. Using a separate temperature sensor is not necessary: when using a heating wire the resistance of which is temperature-dependent, the measurement of the heating wire temperature can be made by a resistance measurement, so that no additional components are required.

An alternative embodiment of the invention comprises a respiratory apparatus. By the respiratory apparatus, oxygen or an oxygen-containing gas mixture is led into the lung of the patient. For respiration, wetting of the oxygen-containing gas mixture is absolutely necessary. For preventing condensation, as well as for obtaining a gas temperature that is acceptable for the patient, a resistance heating by an electrical heating wire is provided within the respiration hose. In an analogous manner as in the above device for laparoscopy, the heating wire can serve as a temperature sensor by using a corresponding resistance measurement. The actual temperature at the exit of the hose is estimated by the method according to the invention. By means of the estimated value, the heating power is electronically controlled. As a result, a device is obtained that ensures a precise measurement and control of the gas temperature at the entrance of the hose, even under most various respiration conditions.

BRIEF DESCRIPTIONS OF THE DRAWINGS

Embodiments of the invention are shown in the figures and are explained in more detail in the following:

FIG. 1 shows in a model representation a gas supply hose with an incorporated heating wire, wherein the reference numerals have the following meanings:

1.1  volume flow
1.2  ϑE gas entry temperature
1.3  observed heating wire control volume
1.4  ξ ambient temperature
1.5  observed fluid control volume
1.6  η hose temperature
1.7  σ(RDr) wire temperature
1.8  ϑ gas exit temperature
1.9  unheated length
1.10 heated length
1.11 observed hose control volume
1.12 exchanged amounts of heat
1.13 UDr heating voltage

DETAILED DESCRIPTION OF THE INVENTION

A gas volume flow flows through the hose in the direction of the arrow. However, corresponding to the length of the heating wire, in this model, only a partial length of the hose is heated. Then follow an unheated remaining length and a Luer adapter for the transition to the patient. Measured is herein the temperature of the heating wire by resistance measurement. The temperature of the flow at the exit from the hose is to be measured for volume flows from 0 to 50 l/min in a range from 32° C. to 42° C.

In this method, the volume flow, the temperature of the heating wire, the electrical power and the time courses thereof are continuously measured and processed. FIG. 2 (from Isermann R (2008). Mechatronische Systeme. Grundlagen. Springer-Verlag: Berlin) shows schematically the estimation process according to the invention. Control of the heating wire is performed, for instance, by a pulse-wide-modulated voltage (PWM). The electrical power (U in FIG. 2) and the wire resistance (Y in FIG. 2) are measured. The measurement data are subjected to a mathematical model (“fixed model” in FIG. 2), which illustrates the dynamic behavior of the system. For various flows, different model parameters are provided, so that the model can be adapted to the measured volume flow. The temperature value estimated by means of the model is compared to the measured actual value of the wire temperature (y−y_M in FIG. 2). Deviations between the estimated value and the measured value (e in FIG. 2) are fed back to the model such that the estimation of the state variables is improved (state estimation method in FIG. 2). Once the estimate matches the actual value, the estimated state variables (^x in FIG. 2) can be taken and further utilized. One of these state variables is the exit temperature of the gas flow, which consequently can precisely be estimated.

The method according to the invention presents a number of advantages. The observed temperature/state variable considers disturbances of the process (disturbance observer). The observed variable can be used as a control variable, so that the adjustment of different reference values is possible. Overall, a control performance will result that is comparable to the possible control performance when using a temperature sensor (for measurement of the flow temperature). A risk for the patient is thereby widely excluded, and the control process can be configured, by the omission of the flow temperature sensor, in a considerably more economic way. A particular advantage of the method according to the invention is that errors due to defective flow temperature sensors are excluded. Since in this method, sensor and actor are identical, there will fail, in case of a defect, both the measuring element and the actuator. Introducing heating power without a simultaneous verification by a temperature measurement is not possible.

For the estimation of the state variable (exit temperature), a mathematical model of the process is required. This mathematical model has a standardized form, called state-space model, which is represented in FIG. 4. For determining this state-space model, it is necessary to build-up a physical replacement model of the process and to bring it into this standardized form. The employed matrices have to be provided with values (identification). The procedure for describing the behavior of the wire temperature over time is shown exemplarily in FIG. 3, wherein the amount of heat exchanged between fluid and wire (equation 1), the amount of heat stored in the wire (equation 2), and the supplied amount of heat (equation 3) are described in the form of differential equations. Equation 4 then shows the energy balance (heat balance). By combining the equations and suitable operations thereon, equation 5 is obtained. Equation 6 shows as a comparison the applied state-space model, which is widely identical with equation 6, and coefficients of which contain the parameters of the model equations. A corresponding procedure is followed for modeling the gas and hose temperature (cf. FIG. 1).

FIG. 4 shows the resulting state-space model, which is dependent on the gas flow.

FIG. 5 shows the comparison of the actually measured data to the estimated data obtained by means of the method. As a result, it is shown that the applied model is correct and leads to the necessary precision of the estimated data.

FIGS. 6 and 7 show the method for different ambient conditions that were modeled as a disturbance. The real application is subjected to a series of disturbances, such as, e.g., a different ambient temperature in FIG. 4) or a different gas entry temperature (SE in FIG. 4). The disturbances are provided in the state-space model. It can be seen a high agreement of the measured temperature with the estimated temperature, even with variation of the flow rate.

FIG. 8 shows a comparison of the heating wire control according to the invention to a classic pre-control that only adjusts the power of the heating wire by the resistance of the heating wire. As a result it can be seen that the method according to the invention can achieve the control very much faster.

The practical implementation of the above method is suitably achieved on a microcontroller that is part of the medical device. It is typically provided with inputs and out-puts and memories. The mathematical operations are performed in the form of a software module. A sequence diagram of the software module is shown in FIG. 9, wherein the reference numerals have the following meanings:

9.1  numerical solution of the observer differential equation
9.2  estimated state variables
9.3  separation of the state variables
9.4  estimated gas exit temperature
9.5  reference value for gas exit temperature
9.6  controller
9.7  heating wire voltage
9.8  estimated wire temperature
9.9  measured wire temperature
9.10 calculation observer error
9.11 observer error
9.12 measured volume flow
9.13 measured electrical power
9.14 calculation correction vector
9.15 numerical calculation: i = i + 1

The software can be included on an own memory chip, e.g. an EPROM.

Those skilled in the art can, based on the present description including the figures and the technical literature known at the time of the application, implement further embodiments of the invention, without any further inventiveness being required.

Claims

1. A method for measuring and controlling the gas temperature in medical methods, wherein a gas is supplied by a gas supply device by means of a supply line to a patient,wherein the gas is heated within the gas supply hose,wherein heating occurs by a heating wire,wherein the heating power of the heating wire is electrically controlled, further comprisingthe resistance of the heating wire is an input variable of a mathematical estimation system, which mathematically describes a state space, which estimates the actual temperature at the exit of the hose and controls the heating power of the heating wire by means of this estimated value.

2. The method according to claim 1, wherein the mathematical estimation system is configured as a state observer.

3. The method according to claim 2, wherein the state observer is configured as a Luenberger observer.

4. The method according to claim 1, wherein the gas is CO2 or an oxygen-containing gas mixture.

5. A medical device for supplying gases to patients comprising a gas supply device, a gas supply hose, a heating wire in the supply hose, characterized by that the devices are provided for carrying-out a method according to claim 1.

6. The medical device according to claim 5, wherein at least one microprocessor, at least one memory, and at least one software, which are provided for carrying-out a method according to claim 1.

7. The medical device for supplying gases to patients according to claim 5, wherein the device is an insufflator for laparoscopy.

8. The medical device for supplying gases to patients according to claim 5, wherein the device is a respiratory apparatus.

9. The method according to claim 2, wherein the gas is CO2 or an oxygen-containing gas mixture.

10. The medical device for supplying gases to patients according to claim 6, wherein the device is an insufflator for laparoscopy.

11. The medical device for supplying gases to patients according to claim 6, wherein the device is a respiratory apparatus.