Abstract: This article introduces the basic principles of traditional sinusoidal energy distribution AC purification regulated power supply and how to transform it using high-frequency chopper and single-chip microcomputer technology.
Keywords: High frequency chopper AC voltage regulator AVR
At present, among various AC regulated power supplies, the AC purified regulated power supply using sinusoidal energy distribution technology is a technologically advanced regulated power supply. This kind of power supply mainly controls the equivalent inductance of the inductance regulating branch by changing the firing angle θ of the thyristor, thereby stabilizing the output voltage. It has the characteristics of high cost performance and good reliability.
The principle of traditional sine wave AC purification power supply is shown in Figure 1.
The key to transforming the traditional sine wave AC purification power supply with high-frequency chopping technology is to replace the bidirectional thyristor with a high-frequency AC switch. There are two forms of high-frequency AC switches: rectifier bridge + IGBT type and MOSFET anti-series type, as shown in Figure 2.
Since it is an inductive load and a freewheeling circuit cannot be added like DC chopper, it is necessary to add a turn-on and turn-off buffer circuit to the IGBT. High-frequency AC switch control adopts EPWM DC equipotential modulation technology. In order to make the waveform half-wave odd symmetry and quarter-wave even symmetry, to eliminate the cosine term and even harmonics in the Fourier series, the carrier ratio N=fc/fs=4k, K=1, 2, 3 …, fc is the frequency of the triangular wave, fs is the mains frequency; modulation M=Δt/TΔ=ΔU/ΔUc, Δt is the pulse width, TA=1/fc is the period of the triangular wave, Uc is the amplitude of the triangular wave, and ΔU is the deviation of the output voltage , the formula of triangle wave voltage is:
The output voltage deviation ΔU is the sampling voltage, and the equations for the starting and ending points of the trigger pulse are:
In the formula, TΔ=2π/N, the values of the starting point angle and the ending point angle of each trigger pulse are:
α1=(TΔ/2)-(TΔ-2)(ΔU/Uc)=π/N(1-M)
α2=[π/N](1+M)
α3=[π/N](3-M)
α4=[π/N](3+M)
Since the PWM chopper waveform is mirror symmetric and origin symmetric, its Fourier series will only contain odd harmonics in the sine term, that is:
Learn calculations, when n=KN±1 (K=1,2,3,4…)
When n≠KN±1, b n≠KN±1 =0
For the fundamental wave, n=1
It can be seen from the above ratio that the larger N is, the higher the harmonic frequency is. All high-order harmonics in uLe can be filtered out using a small LC filter.
For example, to find the equivalent inductance Le, uL=uLe, uL1=ULmsinωt, for uLe, when the higher harmonics are ignored (higher harmonics are filtered out by L and C) uLe=MUmsinωt, when uL, uLe are The effective value expression is: UL=MUle. If both sides are divided by the effective value IL of the current, we can get:
ωL1=MωLe,Le=L1/M
The EPWM schematic waveform is shown in Figure 4.
Using high-frequency chopper and single-chip microcomputer technology to transform the traditional sine wave AC purification power supply has resulted in a technological breakthrough although the cost has increased. It makes the product display intuitive and easy to set up. The harmonic stress endured by the inductor and capacitor is greatly reduced, and the power consumption is reduced. Especially the harmonic current component at the input end is greatly reduced, which can meet the current increasingly stringent harmonic requirements. Standard requirements determine the future development direction of power supplies.
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