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T1 D1 D2 D4 D3 Vmains RLoad Figure 1 Figure 1 shows the circuit diagram for a simple d.c. power supply. Identify the type of rectifier circuit represented in figure 1 and explain the operation of the circuit with reference to the function of each component within the circuit. This is a bridge rectifier circuit. The mains voltage is applied to the primary winding of the transformer T1. This typically produces a reduced amplitude voltage on the secondary winding – closer to the desired d.c. output voltage than the original mains voltage. The transformer also provides electrical isolation between the mains supply and the load. The diodes D1 to D4 perform rectification. On positive half cycles of the secondary voltage, D2 and D4 are forward biased and conduct – connecting positive half cycles across RLoad, with the top of RLoad positive. On negative half cycles of the secondary voltage, D1 and D3 are forward biased and conduct – connecting negative half cycles across RLoad, with the top of RLoad still positive. RLoad represents the circuit to which it is desired to supply d.c. electricity. Sketch the voltage across RLoad as a function of time showing its relationship to the secondary voltage from the transformer. Secondary Voltage Load Voltage The rectifier circuit shown in figure 1 requires the addition of a filter to produce a near constant d.c. voltage across RLoad. Redraw figure 1 showing where a smoothing capacitor should be connected. T1 D1 D2 D4 D3 Vmains RLoad + C Explain how the smoothing capacitor sustains a d.c. voltage across RLoad, despite the pulsating nature of the rectifier output. The capacitor charges rapidly from the transformer secondary voltage via the diodes in the bridge when the a.c. rises towards its peak voltage. When the a.c. has reached its peak and starts to drop again, the capacitor holds on to its voltage and the diodes in the bridge become reverse biased. Current can only now be delivered to the load by discharge of the capacitor. The capacitor voltage will drop gradually under these circumstances at a rate dependent on the capacitor value and the load resistance value. After a short time, the a.c. starts to rise back towards its peak and will forward bias the bridge diodes when it exceeds the voltage to which the capacitor has dropped. The capacitor charge will be ‘topped-up’ ready for the next half cycle of a.c. Provided that the capacitor is large enough, its terminal voltage will not drop substantially between peaks of the a.c. Thus, the load voltage is held almost constant. Calculate a value for the smoothing capacitor in order to keep the percentage ripple voltage across RLoad below 5%. Assume a value of 500 Ω for RLoad and a mains frequency of 50 Hz. Peak-peak ripple voltage is given by – VLOAD NOM VRIPPLE 2 RLOAD C f Where: VLOAD NOM = nominal output voltage from PSU C = the value of the smoothing capacitor f = the frequency of the a.c. supply VRIPPLE 1 0.05 VLOADNOM 2 RLOAD C f 1 C 400F 2 500 0.05 50 for 5% ripple, => => The power supply shown in figure 1 is said to be unregulated. Explain the meaning of this term and show how a three terminal regulator chip may be used to provide a regulated output voltage. An unregulated power supply is one where the output voltage may change substantially from the stated nominal output voltage under specific operating conditions. In particular, change in output voltage may arise from – Fluctuations in the mains supply voltage Change in the amount of current drawn by the load A three terminal regulator chip is an integrated circuit designed to prevent changes in the output voltage occurring – within design limits. It is used as shown in the circuit below T1 D1 D2 U1 In Vmains D3 + D4 C Out Gnd RLoad L1 R2 Vcc Q1 20V 1k PLC Vs Figure 2 Figure 2 shows a bipolar junction transistor (BJT) used to switch a lamp (L1) on and off in response to the output voltage from a programmable logic controller (PLC). VS switches between 0 V and 5 V as the PLC output changes state. The BJT is specified with βDC = 150 and BVCEO = 50 V. The lamp is rated at 0.5 W when supplied from a 20 V source. Calculate the base current in the BJT when The PLC output is 0 V. The PLC output is 5 V. The base current may be calculated from – V V 5V 0.6V I B Control BE 4.4mA when S1 is closed RB 1k V VBE 0V I B Control 0 A when S1 is opened RB 1k Sketch to scale an approximate collector characteristic curve for the BJT used in this circuit when the PLC output switches to 5 V. Identify on the characteristic the active region, the saturation region and the breakdown region. Collector Curve 30 25 IC 20 15 10 5 0 0 5 10 15 20 25 VCE 30 35 40 45 Calculate the collector current needed to turn the lamp on fully. Hence determine if the PLC output will be powerful enough to turn the lamp on fully using this interface circuit. 20V 2 R 20V 2 800 0.5W LAMP RLAMP 0.5W With reference to typical values where necessary, estimate the power dissipation in the BJT when the PLC output is at 5V. Typical VCE when the BJT operates in the saturation region might be about 0.3 volts. The collector current when the lamp is on should be – 20V IC 25mA 800 Thus power dissipated in the BJT will be – Pbjt 0.3V 25mA 7.5mW Explain the consequences for the BJT if a large amount of power is dissipated and describe a technique that may be used to minimise the effect. Excessive power dissipation in a BJT will lead to the device heating up to a point where the temperature of the device exceeds the maximum rated operating temperature. In this case the device may fail or at least the operating lifetime of the device may be shortened. To reduce the heating, the device may be fitted with a heatsink to conduct heat away from the device and radiate this heat to the surrounding air. R1 L1 220 V rms 50 Hz T1 R2 C1 Figure 3 Identify the type of electronic component represented by each of the symbols shown in figure 3 above and state the function of the circuit. R1 is a resistor R2 is a potentiometer C1 is a capacitor L1 is a lamp T1 is a SCR The function of the circuit is a Lamp Dimmer control 6 marks out of 33 Briefly describe the principle of operation of the device T1 including an explanation of how the device is made to turn on and off. T1 will not conduct when reverse biased – i.e. on negative half cycles of the 220 V 50 Hz supply. When T1 is forward biased it will not commence conduction until a sufficient voltage is applied on the gate terminal. Once triggered into conduction, the SCR will continue to conduct until it becomes reverse biased at which point it will turn off. 6 marks out of 33 Sketch the typical shape of the voltage waveform that would be measured across L1 in this circuit given that R2 is set to approximately half of its maximum value. 400 300 200 100 AC 0 0 10 20 30 40 50 LAMP -100 -200 -300 -400 7 marks out of 33 Explain how the circuit operates to reduce the r.m.s. voltage across L1. The rms voltage is related to the area underneath the LAMP waveform above. Keeping the SCR turned off until a point somewhere after zero crossing of the AC waveform has the effect of reducing this area below the area given by a complete sine half cycle. Thus in the diagram above, each positive half cycle is only half used giving half the rms voltage. 7 marks out of 33 State the likely effect of removing component C1 from the circuit and explain the reason why the behaviour of the circuit is modified. C1 is used to delay the instant at which the voltage on the SCR gate reaches the voltage necessary to turn the SCR on. This allows triggering to occur almost anywhere between 0 and 180 degrees.. Removing C1 will remove this delay and triggering will only be possible between 0 and 90 degrees. 7 marks out of 33 R1 27 Ω E 30 V R2 10 Ω Figure 3 Write out the equation for Ohms law showing the relationship between voltage, current and resistance in an electrical circuit. Voltage Current Re sis tan ce 3 marks out of 33 Given a resistance of 220 Ω connected to an e.m.f. of 10 V Calculate the expected current flow through the resistor. I V R 10V 45.5mA 220 Explain the likely consequences of increasing the value of the resistor to 270 Ω. Increasing R to 270 Ω will cause a reduction in current flowing in the resistor and a consequent reduction in power dissipation The resistor is replaced by one with a value of 22 Ω. Calculate the new value of current flow and the required power rating for the resistor. V 10V 455mA R 22 Power I 2 R 0.455 A 2 22 I 4.55W 6 marks out of 33 With reference to figure 1: Calculate the current flow in resistor R1 I E R1 R 2 30V 0.81A 37 Calculate the voltage drop across resistor R2 V I R 0.81A 10 8.1V Calculate the power dissipation in resistor R1 Power I 2 R1 0.81A 2 27 17.7W Calculate the power dissipation in resistor R2 Power I 2 R 2 0.81A 2 10 6.56W 10 marks out of 33 Comment on the consequences of using a 10 Ω resistor with a power rating of 5 watts as R2 in figure 1 The power dissipation for R2 has been calculated as 6.56W. A device with a rated power of 5W will heat up excessively and experience a shortened lifetime relative to a higher wattage device. 4 marks out of 33 State what a heatsink is and explain why R2 may need one if a 10 Ω 10 watt component were used in the construction of this circuit. A heatsink is a mechanism designed to conduct heat away from a heat sensitive device so that the device does not operate at an excessive temperature that would contribute to premature failure of the device. It is usually made of metal for its high thermal conductivity. The surface area will be maximised using fins to permit heat to escape to the surrounding air. 5 marks out of 33 Explain what the term de-rating means and describe how it may be used in order to improve the long-term reliability of an electronic component. De-rating is a technique used to prolong the service lifetime of a device. A device operated near to its maximum specified operating limits will wear out faster than a device operated well below its maximum limits. Derating calls for the use of devices with highe limits than are strictly needed in an application so that they will provide longer service. 5 marks out of 33