Background of the Invention
1. Field of the Invention
The present invention relates to a stabilized voltage source, the control circuit of which includes a temperature-dependent gauge for the actual-value voltage. The invention also relates to a method for improving the temperature stability of such voltage source.
2. Description of the Prior Art
Resistive voltage dividers are generally used as actualvalue gauges in voltage sources. Especially in high-voltage applications the high-voltage side resistor of a voltage source will have a resistance of hundreds of megaohms, if it is desired to use a small-sized gauge which dissipates little power. The best high-ohm, high-voltage resistors available have temperature coefficients of the order of .+-. 100 ppm/K.
It also follows from the above that the temperature coefficients of known voltage sources provided with high-voltage resistors of the said type are of the same order as those of the high-voltage resistors in question, i.e., the voltage sources are not so temperature-stable as would be desirable.
Summary of the Invention
The present invention provides a stabilized voltage source, which comprises means for regulating the temperature coefficient of the output voltage the reference-value circuit within the range of the temperature coefficient of the actual-value voltage gauge.
Correspondingly, the method according to the invention comprises forming for the voltage source a reference-value voltage with an adjustable temperature coefficient and adjusting said temperature coefficient so that the temperature coefficient of the actual-value gauge is substantially annulled within the temperature range used.
The object of the present invention is to eliminate the problem of temperature dependence involved in known circuits and to provide a voltage source, especially for high voltages, having a considerably improved temperature stability.
If good electronic components and large control-circuit loop amplification are used, the temperature stability of a voltage source can be considered to be determined only on the basis of the stabilities of the actual-value gauge and the reference-value voltage source.
As was noted above, high-ohm resistors with great stability are not available. Since, however, the temperature coefficient of such resistors is constant, the present invention is based on compensation of the said temperature coefficient by means of a reference-value voltage dependent on the temperature in a corresponding manner; thereby a voltage source is obtained in which the temperature coefficient of the output voltage is considerably better, i.e., smaller than that of the gauge used.
Brief Description of the Drawings
FIG. 1 depicts a typical block diagram of the voltage source, and
FIG. 2 depicts, partly diagrammatically, the circuit which forms the reference-value voltage of the voltage source.
Description of the Preferred Embodiments
If it is assumed that the direct-voltage amplification A of the differential amplifier 4 (FIG. 1) is very large, it can be thought that where V.sub.a is the actual value voltage and V.sub.r is the reference voltage.
The following dependence prevails between the initial voltage V.sub.L and the actual value V.sub.a :
Since V.sub.a = V.sub.r
The gauge constant K.sub.a and the actual-value voltage are functions of the temperature T so in the following description and drawings these and other quantities dependent upon the temperature T are indicated by the notation (T) following the temperature dependent quantity as, for example K.sub.a (T), V.sub.r (T), etc., to show that these quantities are functions of the temperature T.
It is assumed that K.sub.a and V.sub.r are both linear functions of the temperature.
p.sub.a, P.sub.r, V.sub.z are constant coefficients.
C.sub.a, C.sub.r are the temperature coefficients of the actual-value gauge 2 and the reference-value voltage respectively.
T is normalized temperature.
The conditions on which the differential of the initial voltage in regard to the temperature T is zero are observed below: ##EQU1## When temperature T = O
if it is now desired that dV.sub.L (0) = 0,
is obtained (note: dT .noteq. 0).
The obtained result is placed in the expression (6) for dV.sub.L, and
is obtained.
Within a wider temperature range ##EQU2## is valid.
Since V.sub.L is at temperature T = 0.
ps the temperature coefficient obtained for the initial voltage is ##EQU3##
In an uncompensated case (when C.sub.r = 0) ##EQU4## is obtained.
Example
It is assumed that the temperature coefficient of the actual-value gauge C.sub.a = 100 ppm/K and the extend of its operation temperature range (.DELTA.T) is 50 K.
In an uncompensated case ##EQU5## is obtained according to Equation (10).
In a compensated case ##EQU6## is obtained according to Equation (9).
It is observed that considerable improvement is achieved by the compensation.
If the voltage source can be regulated, the regulation must be performed in such a manner that in the expression for the reference-value voltage
the control affects the multiplier coefficient P.sub.r ; otherwise, different temperature coefficients are obtained with different initial voltages.
It has been shown above that, if the temperature coefficient of the reference-value voltage source used can be regulated so that C.sub.r = -C.sub.a (C.sub.a can be measured), a considerable improvement is achieved in the stability of the voltage source. FIG. 2 shows one circuit arrangement which has the above characteristic.
In the wiring, the temperature dependence of the base emitter voltage V.sub.BE of the transistor 5 is utilized; within the operation temperature range this dependence can be considered very linear. The transistor 5 forms a reconnection for the differential amplifier Z1, in which case the base and the collector of the transistor have been linked together at the input of the amplifier in the manner indicated in the figure. The output of the amplifier Z1 is passed through the voltage divider R.sub.s, R.sub.s into one input of the amplifier Z2 and through the control resistor R.sub.T into the other input; the output voltage V(T) of the amplifier Z2 can be regulated by regulating the resistor R.sub.T.
The stable voltage V.sub.z and the temperature-dependent voltage V(T) are summed by means of the resistors R. The sum voltage is multiplied by the coefficient P.sub.r in the multiplier shown in FIG. 2; by changing P .sub.r the initial voltage V.sub.r (T) can be regulated without changing the temperature coefficient. By means of the trimmer R.sub.T serving as the bridge resistor the temperature coefficient of the voltage V.sub.r (T) is adjusted to the desired value.