This invention relates to electronics, and more specifically, to current sensing of the power stage.
A voltage regulator is an electrical circuit used to regulate a DC voltage supplied to a load. Typically, the voltage regulator is implemented by a DC/DC converter such as a buck converter or boost converter. Additionally, a voltage regulator can be implemented by connecting in parallel multiple DC/DC converters in some high current applications such as multiphase voltage regulator in CPU power applications. To properly regulate the output voltage, the voltage regulator also requires other circuits, for example: gate driver circuit, controller circuit, sensing circuit, etc. Due to the area limitation of the print circuit board and the power density requirements, the complexity of voltage regulator keeps increasing. The main switch in a DC/DC converter, the gate driver circuit, and the sensing circuit can all be integrated into one single package, which is typically referred to as a “power stage”.
Most conventional power stages are based on monolithic technology, which means that all the circuits are implemented on a single die. Since the analog and digital circuits are mostly implemented by LDMOS process, such circuits' main switches, which comprise of two N-MOSFETs, must also adopt to LDMOS. Therefore, the current sensing MOSFET and the main switch MOSFET have the same temperature coefficient, and the current sensing output doesn't change when the temperature changes.
Compared to the LDMOS technology-based MOSFET, the VDMOS technology-based MOSFET has lower on-state resistance, lower switching loss, and smaller die size, which significantly benefits multiphase voltage regulator's performance. Therefore, power stage manufacturers tend to adopt VDMOS-based MOSFETs as the main switch. In connection with this technology trend, a manufacturer would then choose VDMOS die to fabricate the main switch MOSFETs but use LDMOS die to fabricate the auxiliary circuits including a gate driver circuit, current monitoring circuit, temperature monitoring circuit, etc. Then, both the VDMOS die and the LDMOS die are co-packaged into a single integrated circuit package. However due to the difference in the dies, the temperature coefficient of the current sensing MOSFET will not match the temperature coefficient of the main switches. This issue can lead to the changes in the current sensing gain along with the temperature changes. As a result, the output of the current monitoring circuit could change as the temperature changes and introduces a significant error to the control and monitoring system.
In this invention, a novel temperature compensation circuit is introduced to the current monitoring circuit of the VDMOS and LDMOS co-packaged power stage to mitigate the temperature coefficient mismatch between the current monitoring circuit and the main switch MOSFET. With the proposed the solution, the gain of the current monitoring circuit would not experience significant changes as the temperature changes, thereby achieving high precision current monitoring. Meanwhile, the introduced circuit doesn't affect the bandwidth of the current monitoring circuit. Therefore, the current monitoring circuit can not only achieve fast local over-current protection, but also provide current sensing information for the system level control.
A more complete understanding of the present embodiments and advantages thereof may be acquired by referring to the following description taken in conjunction with the accompanying drawings, in which like reference numbers indicate like features, and wherein:
The current monitoring stage measures the voltage of the half-bridge's SW node 404 and converts the voltage into a current signal IS 405. First, the current monitoring stage comprises a reference current source IOS1 406, an operational amplifier OP1 407, a P-MOSFET M1 408, resistor RS1 409, resistor RS2 410, switch S1 411, and switch S2 412. The current source IOS1 flow through the resistor RS1 to generate a positive offset voltage for the op-amp's positive input Vp.op1. Therefore,
Vp.op1=IOS1·RS1
When half-bridge's low-side switch is on, switch S2 also turns on and switch S1 turns off. The voltage of the SW node is
VSW=−RO·IL
where IL is the output current of the power stage and RO is the on-stage resistance of the low-side MOSFET.
The op-amp and the P-MOSFET form a current amplifier circuit. According to the principle of the operational amplifier, Vp.op1=Vn.op1. Therefore,
Vn.op1=VSW+RS2·IS=−RO·IL+RS2·IS
where IS is the current flow through the P-MOSFET M1. Let RS1=RS2=RS, IS can be written as
The temperature compensation stage comprises a P-MOSFET M2 413, a zero-temperature coefficient resistor RZ 414, an operational amplifier OP2 415, another P-MOSFET M3 416, an N-MOSFET M5 417, and a negative temperature coefficient resistor RN 418. The P-MOSFET M2 along with the P-MOSFET M1 form a current mirror circuit. Since M1 and M2 can be designed to have the same width and length on chip, the current flow through M2 is identical to the current flow through M1. Thus, the voltage at OP2's positive input Vp.op2 is
Vp.op2=RZ·IS
Op-amp OP2 and M5 forms a current amplifier circuit. According to the principle of the operational amplifier, Vp.op2=Vn.op2. Therefore,
Vn.op2=RZ·IS=RN·IS1
where IS1 is the current flow through M2. Since M3 and M5 are in the same branch, the current flow through M3 is also IS1, which is
The output offset stage comprises a P-MOSFET M4 419 and a current source IOS2 420. The P-MOSFET M4 and the P-MOSFET M3 forms a current mirror circuit. Also, M4 and M3 can be designed to have the same width and length on chip, the current flow through M3 is identical to the current flow through M4. The current source IOS2 can be designed to a fixed value, which is
According to circuit law, the output current IMON is
Assuming the temperature coefficients for RO is αO, temperature coefficient for RN is an, and temperature coefficient for RS is as, then RO, RN, and RS can be written as
RO=rO(αOT+1)
RN=rN(αNT+1)
RS=rS(αST+1)
Where rO, rN, rS are constants and an is less than 0. Since RZ is zero temperature coefficient resistor, let RZ=rZ, where rZ is constant. Thus, the output current IMON can be written as
Since αS and αN are much smaller than 1, the second-order term is negligible. Then,
When αS>αO, αS and an can be designed to satisfy αS+αN=αO. Thus, the temperature dependent terms are cancelled. Therefore,
As it is shown, the output current signal IMON is independent of temperature. When αS<αO, the proposed feature can be implemented by switching the position of RZ and RN. The output current IMON becomes
By designing αS and αN to satisfy αS=αN+αO, the temperature dependent terms can also be cancelled.
Number | Name | Date | Kind |
---|---|---|---|
20090057869 | Hebert | Mar 2009 | A1 |
Number | Date | Country |
---|---|---|
112601322 | Apr 2021 | CN |