This application claims the benefit under 35 U.S.C. §120 of U.S. application Ser. No. 13/079,734, titled “OPERATIONAL TRANSCONDUCTANCE AMPLIFIER FEEDBACK MECHANISM FOR FIXED FEEDBACK VOLTAGE REGULATORS,” filed on Apr. 4, 2011, which is herein incorporated by reference in its entirety.
Modern televisions employ many types of voltage regulators in order to generate various power supplies within the television itself. These off-the-shelf power supplies have characteristics that are known and desired vis-à-vis the ways that they perform and interact with other components within the television. Television manufacturers are comfortable with the regulators that they have employed in the past, and can be reluctant to change out this critical part.
Often, these voltage regulators rely on a resistor divider feedback signal in order to regulate their output voltages, as in
Consider the simple case illustrated in
Each illuminated LED requires a forward voltage of approximately 3.5 volts, and the current sink requires 1.2 volts in order to operate. Allowing for the vagaries inherent in the LED manufacturing process, each serially connected string requires about 36.2 volts for the 10 LEDs and the current sink. Because the voltage output is (in this case) fixed, in order to ensure sufficient voltage for the operation of the current sinks given the variableness of the LEDs, it would be preferable to allocate about 40 volts.
The typical current that would be desired across the feedback circuitry would be 100 microamps, implying a total resistance (R 1+R2) of 400K ohms. If the feedback voltage that the 40 volt regulator requires is 2.4 volts, we'd use resistors of 376,000 ohms and 24,000 ohms to divide the desired 40.0 volt output into the required 2.4 volts. As the strings switch on and off, the power required from the regulator goes up and down as the regulator keeps the LEDs lit.
There are some real life problems with the way that this circuit accomplishes the task of keeping the lights on. For example, the desired output voltage may not be 40.0 volts. Consider the “average” string of 10 LEDs with the “average” total forward voltage of 35.0 volts. Combined with the 1.2 required voltage drop across the current sink, the total required voltage is only 36.2 volts. With a 40.0 volt supply, all of the extra 3.8 volts worth of power is wasteful (and problematic) heat, dissipated in this example across the current sink. By considering a “worst case LED scenario” rather than an “actual requirement” scenario, excess power is generated and dissipated.
In addition, measuring the voltage at the “top” of the strings is not optimal—a better method would be to measure the feedback voltage above the current sinks as is pictured in
And finally, there may be quite a few strings of LEDs, making it difficult to use one integrated circuit to perform the “minimum voltage” comparison. Though
What is needed is a method for adapting these legacy voltage regulators for use in systems with variable voltage requirements that must be measured in a number of different places within the circuitry.
The invention provides a method for manipulating the feedback voltage input into a legacy voltage regulator in order to direct the converter to alter its output voltage. It is scalable to allow its application in different devices that might contain widely varying numbers of LED strings.
The invention comprises two important parts that work with the legacy voltage regulator. First, the invention uses a series of serially connected integrated circuits (herein referred to as controllers) to tabulate the current “lowest voltage.” The first controller measures a set number of voltages, determines the lowest voltage from these measurements, and then passes that lowest voltage to the next controller in the series. Each successive controller compares each of its measurements to each other and the one lowest measurement from the previous controller and passes the “new” lowest voltage to the next controller in the series. The output of the final controller is then the lowest voltage in from the set of all of the voltages that are being compared. Assuming that the lowest voltage is above the required voltage, the voltage regulator is producing sufficient power to operate the LEDs.
One extension to the invention allows the serially connected controllers to consider statuses as well as voltages. This distinction is useful when a particular LED string might be off, and thus have an irrelevant voltage. In this case, the extended invention would allow the irrelevant voltage to be effectively ignored. For example, if the statuses of the strings were either ACTIVE or INACTIVE, the various controllers would consider only the voltages on the ACTIVE strings as the lowest voltage is tabulated from one controller to the next. By passing an ACTIVE status to the succeeding controller, each controller can indicate that at least one of its monitored strings—or at least one monitored string from a preceding controller—was ACTIVE and had a correspondingly useful voltage.
The invention also comprises an operational transconductance amplifier, or OTA. The OTA compares the lowest voltage from the series of serially connected integrated circuits to the known voltage required for the current sinks to operate. Then, it produces an output current that is proportional to the difference and injects that current into the feedback mechanism of the voltage regulator. When the lowest voltage is above the required voltage, the OTA produces current that raises the feedback voltage, causing the voltage regulator to lower its power output. The OTA can be tuned for specific applications, and generally, the higher the difference, the more current the OTA produces.
Conversely, when the voltage regulator is producing insufficient power, and the voltage across the current sinks drops to levels below the required voltage, the OTA can remove current from the feedback mechanism, causing the voltage regulator to raise its power output. The higher the deficit, the more current removed and the lower the feedback voltage becomes.
The integrated circuits also control, via commands from the enclosing television, each of the 24 strings of LEDs, turning them on or off, or dimming them via a PWM mechanism internal to the individual integrated circuits, as requested by the television. The television can use any of a number of different methods to communicate with the integrated circuit as it pertains to the control of the current sinks. In this embodiment, a simple one-wire, serial interface is used.
The LED strings are composed of LEDs that have forward voltages of approximately 3.5 volts per LED, so each string of ten LEDs will have a forward voltage of approximately 35 volts. The current sinks that are part of the three integrated circuits, one current sink per LED string, typically require approximately 1.2 volts to function, so the total approximate required voltage for each channel, composed of one, ten LED string and one current sink, is approximately 36.2 volts. LED manufacturing process variations and the placement of particular LEDs on particular strings cause variations in the required voltages from channel to channel, so the range in the case of this television could be as wide as four volts, from 34 to 38 volts, but it is the voltage across the current sinks (the 1.2 required volts) that is important here. The three integrated circuits communicate serially to determine the lowest voltage across an individual current sink on any of the active LED strings, with the last integrated circuit in the series returning the lowest voltage to the operational transconductance amplifier.
The regulator is a “typical” 24 volt to 40 volt DC-to-DC converter, though the embodiment here will require only 36.2 volts of output. External to the drawing is an AC-to-DC converter whose output is 24 volts DC.
The typical current across the feedback circuitry of the DC-to-DC converter would be 100 microamps, implying a total resistance (R1+R2) of 362K ohms. The desired feedback Voltage—when the DC-to-DC converter is producing a minimum of 1.2 volts across any of the active current sinks—would be 2.4 volts, resulting in resistor values of 338K ohms for R 1, and 24K ohms for R2.
The operational transconductance amplifier compares the lowest voltage across any of the active current sinks (the voltage returned by the three integrated circuits) to a reference voltage that corresponds to the minimum voltage required to power a current sink (VREG—in this case, 1.2 volts) and outputs a current that is proportional to the difference as is shown in
In this embodiment, the “current bounds” of the OTA (
This embodiment also contains a number of related components that provide context within which the invention operates. The television contains an internal power supply, typically an AC-to-DC supply that provides a specific voltage output. In the case of this embodiment, the power supply provides 24 volts, though other AC-to-DC power supplies are often found in televisions, providing DC voltage outputs that are both higher and lower than the voltage required by the LED strings.
The DC-to-DC converter requires 3 major inputs: the 24 volt input from the television's power supply, the reference voltage from the television that indicates the voltage required for the current sinks to operate as explained previously, and a feedback voltage that indicates the minimum voltage being supplied to the current sinks.
Other embodiments are possible.
Presuming that the television has an AC source as its ultimate power source, the decision to use a single AC-to-DC (110V AC to 40V DC) voltage regulator as opposed to a combination of one AC-to-DC regulator (to convert 110V AC to 24V DC) and then one DC-to-DC regulator (to convert 24V DC to 40V DC) would be the television manufacturer's to make. The invention functions similarly in either case, with the OTA feedback mechanism connected to the regulator that directly powers the LEDs. (In the case of a two regulator system, there is generally an additional feedback mechanism on the “outer” AC-to-DC regulator. That feedback mechanism could be integral to the AC-to-DC converter.)
In addition, it would be possible to bypass the combination of an AC-to-DC converter and a DC-to-DC converter altogether, instead utilizing a power supply that took a wall voltage (for example, 120 VAC) and converted it directly into the 40 volts required by the television, assuming that the power supply utilized the voltage feedback mechanism described here.
Number | Name | Date | Kind |
---|---|---|---|
5923152 | Guerrera | Jul 1999 | A |
6271651 | Stratakos et al. | Aug 2001 | B1 |
6864641 | Dygert | Mar 2005 | B2 |
7116086 | Burgyan et al. | Oct 2006 | B2 |
7235954 | Murakami | Jun 2007 | B2 |
7777704 | S et al. | Aug 2010 | B2 |
7990119 | Petty | Aug 2011 | B2 |
8179051 | Zhao | May 2012 | B2 |
8531164 | D'Angelo | Sep 2013 | B2 |
20030090246 | Shenai et al. | May 2003 | A1 |
20040135522 | Berman et al. | Jul 2004 | A1 |
20060028150 | Vitunic et al. | Feb 2006 | A1 |
20060108933 | Chen | May 2006 | A1 |
20080258636 | Shih et al. | Oct 2008 | A1 |
20090102444 | Nonaka | Apr 2009 | A1 |
20090108776 | Zhao | Apr 2009 | A1 |
20090128045 | Szczeszynski et al. | May 2009 | A1 |
20090187925 | Hu et al. | Jul 2009 | A1 |
20090206808 | Wrathall | Aug 2009 | A1 |
20090230881 | Chen et al. | Sep 2009 | A1 |
20100019751 | Chen et al. | Jan 2010 | A1 |
20100045210 | Hariharan | Feb 2010 | A1 |
20100156315 | Zhao et al. | Jun 2010 | A1 |
20100201278 | Zhao | Aug 2010 | A1 |
20130293208 | D'Angelo et al. | Nov 2013 | A1 |
20130300293 | D'Angelo et al. | Nov 2013 | A1 |
20130313996 | Williams | Nov 2013 | A1 |
Number | Date | Country |
---|---|---|
2007096868 | Aug 2007 | WO |
Entry |
---|
Texas Instruments, Synchronous Buck Converter Design Using TPS56xx Controllers in SLVP10x EVMs User Guide, Sep. 1998. |
Number | Date | Country | |
---|---|---|---|
20140042997 A1 | Feb 2014 | US |
Number | Date | Country | |
---|---|---|---|
Parent | 13079734 | Apr 2011 | US |
Child | 14021579 | US |