Keywords
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            | Multioutput, Active clamp flyback Converter, CCM (continuous conduction mode), zero voltage       switching (ZVS) | 
        
        
            
            INTRODUCTION
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            | Power supplies are amongst the most popular part of electronic test equipment. It is a device that supplies electric       power to an electrical load. Power supplies are used extensively in industrial application to meet the following purpose:       (a)Isolation between the source and load; (b) Reduction of size and weight.;(c) Controlled direction of power flow; (d)       High conversion efficiency; (e) Input and output waveform with a low total harmonic distortion for small filters; (f)       Controlled power factor if the source is an ac voltage. | 
        
        
            | To achieve purpose switched-mode power supply are selected. These supplies include high frequency converter       topologies to get improved performance and to realize in compact size,[1],[2]Compare to other topologies in flyback is       simple, less components, low cost and it is used for low power application..So it is essential to design these supplies       using high frequency converter topologies to get improved performance compact size, reduce the switching losses       [3],[4].In this paper multi output active clamp flyback converter topology is presented.. In a flyback converter, when       more than one output is present, the output voltages track the input voltage and the load, far better than they do in the       forward converter. This is because of the absence of the output inductor, so the output capacitor connects directly to the       secondary of the transformer and acts as a voltage source during the turned off period of the switch They are especially       popular in multi-output applications, due to the low parts count one diode and capacitor per output. The switch in the       flyback converter is operated at hard switching. Therefore the voltage and current stress of switch suffered from the       transformer leakage inductance is very high and also an EMI problem from the hard switching limit the power rating       for higher power application [5],[6]. To overcome these drawbacks, and to achieve ZVS, active clamp circuit is added.       Active clamping is an effective means to clamp the voltages across semiconductor devices as well as to achieve soft       switching [7]-[9]. The active-clamp circuit provides the benefits of recycling the transformer leakage energy while       minimizing turn-off voltage stress across the power switch [10]-[11]. In addition, the active-clamp circuit provides a       means of achieving zero-voltage-switching (ZVS) for the power switch and subsequent lowering of the output rectifier       di/dt. This results in decreased rectifier switching loss and output switching noise | 
        
        
            | The analysis, design and implementation of a70W active clamp flyback converter is presented in this paper to achieve       zero voltage switching(ZVS) for main switch. With the auxiliary switch, clamp capacitor and resonant inductor, the       surge energy stored at the leakage inductance can be recycled by the active clamp circuit. | 
        
        
            
            SYSTEM MODEL AND ASSUMPTIONS
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            | Fig 1: shows the block diagram of multioutput active clamp flyback converter. Fig2: shows the circuit       configuration of the active clamp flyback converter. The magnetizing inductance is represented as Lm. The       resonant inductance Lr is the sum of transformer leakage inductance and external inductance. The resonant       capacitance Cr is equal to the parallel combination of the parasitic capacitance of main switch S1 and auxiliary       switch S2. The auxiliary switch S2 and clamp capacitor Cclamp represent the active clamp circuit to recycle absorb       the surge energy due to the leakage inductance so as to reduce the voltage stress of main switch S1. The resonant       capacitance Cr and inductance Lr are resonant to achieve ZVS operation for main switch S1. Before the system       analysis, some assumptions are made as: (1) The resonant period generated by the clamp capacitance Cclamp and       resonant inductance Lr is greater than turn off time of main switch; (2) The resonant inductance is less than       magnetizing inductance (Lr<<Lm); (3)All semiconductors (switches and diodes) are ideal; (4) The converter is       operated in the continuous conduction mode; (5)the energy stored in the resonant inductance is greater than energy       stored in the resonant capacitance in order to achieve ZVS operation for main switch. | 
        
        
            | Fig (3a),(3b),(3c),(3d),(3e),(3f) and Fig(3g) shows necessary equivalent circuits for each interval and Fig (4) shows       waveforms of active clamp flyback converter respectively . | 
        
        
            | T0-T1: At T0, switch S1 is on, and the auxiliary switch, S2, is off. The output rectifier, D1, is reversed biased. The       magnetizing inductance is being linearly charged as it charges in "normal" flyback operation. | 
        
        
            | T1-T2: S1 is turned off at T1. Cr is charged by the magnetizing current which is also equal to the current through the       resonant inductor. The charge time is very brief, leading to an approximately linear charging characteristic. | 
        
        
            | T2-T3: At T2, Cr is charged to the point where the anti-parallel diode of S2 starts to conduct. The clamp capacitor fixes       the voltage across resonant inductor Lr and the transformer magnetizing inductance to Vc (≈NVo), forming a       voltage divider between the two inductances,(where Vc is clamp voltage, N is turns ratio and Vo is output voltage).       Since Cclamp is much larger than resonant capacitor Cr, nearly all of the magnetizing current is diverted through the       diode to charge the clamp capacitor. Consequently, the voltage appearing across the magnetizing inductance, Vpri,       decreases as Vc increases, according to the voltage divider action, Vpri=-Vc( Lm/Lr+Lm). | 
        
        
            | T3 - T4: At T3, primary voltage Vpri has decreased to the point where the secondary transformer voltage is sufficient       to forward bias D1. The transformer primary voltage is then clamped by the output capacitance to approximately NVo.       Lr and Cclamp begin to resonate. In order for S2 to achieve ZVS, the device should be turned on before clamp       capacitor current Iclamp reverses direction. | 
        
        
            | T4 - T5: The auxiliary switch, S2, is turned off at T4, effectively removing Cclamp from the circuit. A new resonant       network is formed between the resonant inductor and the MOSFET parasitic capacitances. The transformer primary       voltage remains clamped at NVo as Cr is discharged. | 
        
        
            | T5-T6: Assuming the energy stored in Lr is greater than the energy stored in Cr, At T5 Cr will be sufficiently       discharged to allow S1’s body diode to start conducting. The voltage across the resonant inductor becomes clamped at       Vin+NVo | 
        
        
            | T6-T7: S1 is on, and the secondary current is decreasing as the resonant inductor current increases. At T7, the       secondary current decreases to zero (because the resonant inductor current has equalled the magnetizing current), and       D1 reverse biases, allowing the polarity to reverse on the transformer primary. The magnetizing and resonant       inductances begin to linearly charge again, starting another switching cycle (T7 = T0). | 
        
        
            
            CIRCUIT DESIGN
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            | where, Vout ripple = 1% of Vo, Fs is Switiching frequency | 
        
        
            | Resonant capacitance : Cr=parallel combination of the parasitic capacitance of main switch S1 and auxiliary switch S2.       So, Cr= 200Pf | 
        
        
            | Resonant inductor Lr is given by, Lr = ([1]/4π^2* fr^2*Cr). | 
        
        
            | Clamp capacitance is given by, Cclamp = [[1-D min vin)Ts]^2]/[ÃÂß^2*Lr]. | 
        
        
            | where, Dmin Vin=(Dmax Vinmin)/Vmax,min. With all these design factors keeping in mind we the design parameters       are summarized as follows. | 
        
        
            
            RESULT AND DISCUSSION
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            | 70W system parameters of converter are shown in table 1. Fig.5 shows simulation circuit of multioutput active       clamp flyback converter respectively. Table 2 and 3 gives simulation and hardware results respectively. Fig.(6) and (7)       shows the experimental waveforms of the gate-to-source voltages of main switch and auxiliary switch of main switch.       The time delay between the auxiliary switch turn-off and main switch turn-on to ensure main switch turn on at ZVS       respectively. Fig.(8) gives the experimental waveforms of gate signals of main switch Vs1,gs and auxiliary switch       Vs2,gs and transformer primary voltage Vpri, Ipri. When main switch is turned on, the transformer primary side       voltage is equal to Vin. If the main switch is turned off, the primary side voltage equals (-nVo). Fig. (9) shows the       gate-to-source and drain- to source voltage for main switch. Before the mains switch is turned on the drain-to-source       voltage has been reached zero. Fig. (10) gives the switch Vs1,gs and auxiliary switch Vs2,gs. and transformer       experimental waveform of clamp capacitor voltage. | 
        
        
            
            CONCLUSION
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            | The operation, functioning of 70W active clamp flyback converter for multioutput studied. The simulation circuit is       designed and the required multioutput output voltages of 6.3V, 400V, 300V, 15V, 15V, 15V are obtained. The       magnetizing and leakage energies are recycled and returned to the source. These benefits allow power converter       designers to achieve ZVS and reduces voltage stress on switch. | 
        
        
            
            Figures at a glance
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            References
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                - Mohan,  N., Undeland, T. M., and Robbins, W. P. “ Power Electronics: Converters,  Applications and Design”. Third edition. New York:Wiley, 2012.
 
                 
                - Muhammad.  H. Rashid.” Power electronics circuits, Devices, and Applications”, third  edition. Pearson , 2011
 
                 
                - I.  Pressman, “Switching Power Supply Design”, McGraw- Hill, Second Edition. 1999
 
                 
                - K.  Billings, “Switching mode power supply handbook”, New York, 1989.
 
                 
                - H.  S. -H. Chung, S. Y. Hui, and W. -H. Wang, “A zero-current-switching PWM flyback  converter with a simple auxiliary switch,” IEEETrans. Mar. 1999.
 
                 
                - Emrani,  E. Adib, and H. Farzanehfard, “Single-switch soft-switched isolated DC-DC  converter,” IEEE Trans. Apr. 2012.
 
                 
                - K.  Yoshida, T. Ishii, and N. Nagagate, “Zero voltage switching approach for  flyback converter,” in Proc. Int. Telecommun. Energy Conf.(INTELEC), 1992
 
                 
                - R.  Watson, F. C. Lee, and G. C. Hua, “Utilization of an active-clamp circuit to  achieve soft switching in flyback converters,” in Proc. IEEE.1996
 
                 
                - G.  Spiazzi, L. Rossetto, and P. Mattavelli, “Design optimization of soft switched  insulated DC/DC converter with active voltage clamp,” inProc. IEEE Industry  Applicat. Soc. Annu. Meeting, 1996
 
                 
                - Analysis,  design and implementation of an active clamp flyback converter 2005 IEEE
 
                 
                - A  Soft-Switched Flyback Converter with Recovery of Stored Energy in Leakage  Inductance 2012 IEEE
 
                 
             
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