Whenever voltages (or any parameters represented by voltages) need to be measured or digitized, it is necessary to have a voltage reference. Most electronic devices of any complexity have one or more references, for example in a signal processing chain or in the power supply circuitry.
Depending on the desired overall system accuracy, the requirements for voltage references vary greatly; however it is clear that if well designed, a voltage reference should be relatively insensitive to deviations in its own power supply and to variations in its temperature.
As with any other engineering challenge, the design of a voltage reference forces tradeoffs. Designing a voltage reference to be highly accurate despite changes in temperature, for example, usually makes it much more expensive.
The designer of a voltage reference, in pursuit of temperature stability, will usually draw upon a bit of good luck, which is that nature will sometimes be so cooperative as to make it possible to develop a first circuit yielding a voltage having a linear relationship to temperature (with some first measurable coefficient) over some useful dynamic range, and to develop a second circuit yielding a voltage having a linear relationship to temperature (with some second measurable coefficient non-identical to the first coefficient) over that same useful dynamic range. It is particularly helpful if the two coefficients differ in sign; this prompts designers to utilize the scheme illustrated in
With these two voltages available, the designer applies an appropriate linear amplification to one of the voltages in order to make the rates of change, created by temperature changes, of both voltages equal in magnitude but with opposite signs. Then, the two voltages are added together, with a resulting sum that is relatively temperature independent.
In the example of
One common method for the establishment of the CTAT and PTAT voltages is the utilization of semiconductor diodes (or bipolar transistors), which are behaving according to the “classic” Shockley diode equation shown in
V1−V2=ΔVd=(nk/q)*T*In(J1/J2) [Equation 1]
where:
From Equation 1 we see that the difference voltage ΔVd has a PTAT characteristic.
At the same time, the forward voltage of the diode has CTAT characteristics due to temperature dependency of the quantity Is in the Shockley diode equation (
Most of the present-day low-voltage (below five volts) voltage references are based on the above principles. Prior art circuits depicting the groundbreaking actual realizations are shown in
From
The circuit in
The circuit in
The alert reader will thus appreciate that the degree of success in making the voltage reference circuit accurate despite changes of temperature depends greatly upon the degree of success in either the matching of similar devices (
In order to provide sufficiently-matched components, the designers have to resort to making the matched devices very large, so that the geometrical processing errors in the manufacture of the integrated circuits (ICs) have a diminishing effect on the matching; however, this increases the costs of manufacture, as more area is required on the surface of the IC die. This also uses up die real estate that could have been given to some other purpose.
The alert reader will also have appreciated that the accuracy of Equation 1 depends on both semiconductor devices having exactly the same temperature. Saying the same thing differently, if the two devices were to be at non-identical temperatures, then the results of Equation 1 would be less helpful in providing a temperature compensation mechanism for a voltage reference.
The approaches of
Helpful background information may be found at:
From the above discussion it may be seen that it would be very helpful if some approach could be found by which a voltage reference could be temperature compensated without the many drawbacks discussed.
The current invention teaches a method that guarantees the “matching”, as there is only a single semiconductor device used. This alleviates both problems due to size differences and due to variations in temperature. Drawing upon the teachings of the current invention, the semiconductor devices used for creation of the reference voltage can be very small, and the associated circuit can be manufactured utilizing the smallest-possible geometries.
Moreover, if a microcontroller with a built-in analog-to-digital converter is already a required part of the complete system, then a precise, high-accuracy, and low-power voltage reference can be formed by the mere addition of several low-cost components.
The current invention is disclosed with the aid of a drawing in several figures, of which:
a) shows a Shockley diode equation;
b) shows a semiconductor diode;
c) shows a simple model of a diode;
Disclosed in
Two different currents pass through PN diode 1 as controlled by a switch 2. The resulting diode's voltages are stored, correspondingly, by the sample and hold circuits 3 and 4.
Voltage V1 is used directly as the CTAT component of the reference voltage; and a linearly amplified difference between V1 and V2 comprises the PTAT portion of the reference voltage.
A non-overlapping (break before make) clock generator 8 controls both which current is flowing in the diode, and which sample and hold circuit is activated (after an appropriate settling delay). The frequency of this clock generator need not be precise and/or stable.
Revealed in
A microcontroller with built-in A/D converter 19 activates, in turn, one of the switches that are connected to lines 16, 17, and 18 (in other words, it drives one and only one port pin high). This action creates a current determined by the values of the resistors R1, R2, and R3 (11, 12, and 13); the exact currents are not known, however, the ratios between all of the currents can be precisely calculated by measuring the voltage drops across resistor R1 (11) with the on-board A/D converter's Ch1 and Ch2 (or an appropriately-configured single differential A/D channel). Exact precision values (and/or exact ratios of the values) for any of the resistors R1, R2, and R3 (11, 12, and 13) are not required. Saying this differently, the resistors can be inexpensive low-precision resistors.
Furthermore, the voltage across diode Dl (10) is measured by the A/D converter.
At this stage, all measured data is expressed in A/D counts, and the exact voltages are not known; however, as will be appreciated, the combined measured data are sufficient to calculate the exact value of the supply voltage V+. In this case the output of the calculation is not the voltage reference itself, but is a value indicative of the magnitude of a voltage already present elsewhere in the circuit (here, the supply voltage V+) which is then used as the A/D reference.
Utilization of 3 (three) test currents allows for exclusion of errors due to parasitic resistance Rseries of the diode (
Various compensation algorithms can be applied digitally in order to correct second-order effects of the reference voltage dependency on the temperature; similar functionality is very hard to implement in “hardwired” integrated circuits.
Calibrations at multiple various temperatures can be made and calibration data stored, to be put to use so as to improve temperature stability of the Reference Voltage.
Due to the precisely linear nature of the PTAT signal (calculated digitally and internally in the microcontroller 19), it is possible to measure the temperature of the diode D1 precisely. For this reason a system with multiple temperature-sensing diodes (that can also be utilized to improve the accuracy of the reference voltage by, for example, averaging) can be readily and inexpensively fashioned.
The alert reader will have no difficulty devising myriad obvious variations and improvements upon the invention, after having appreciated the teachings herein. It is intended that the claims which follow will embrace such variations and improvements.
Filing Document | Filing Date | Country | Kind | 371c Date |
---|---|---|---|---|
PCT/IB2011/055471 | 12/5/2011 | WO | 00 | 9/1/2012 |
Publishing Document | Publishing Date | Country | Kind |
---|---|---|---|
WO2012/077041 | 6/14/2012 | WO | A |
Number | Name | Date | Kind |
---|---|---|---|
4384217 | Tsividis | May 1983 | A |
6650173 | Khouri et al. | Nov 2003 | B1 |
7034603 | Brady et al. | Apr 2006 | B2 |
7804333 | Kim | Sep 2010 | B2 |
Number | Date | Country |
---|---|---|
2002-182758 | Jun 2002 | JP |
10-2006-0017819 | Feb 2006 | KR |
Number | Date | Country | |
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61421957 | Dec 2010 | US |