# Lab 03: Voltage Regulation and AC Power Supply

## Background

#### Power Supply Regulation

An ideal DC power supply provides a constant DC voltage despite the change to the input voltage or load conditions. The output voltage of a real DC power supply changes under load as shown in Figure 1(b). The output is also sensitive to input voltage changes.

Figure 1: (a) Ideal Power Supply

(b) Real Power Supply

#### Line Regulation

Line regulation is a measure of how well a power supply is able to maintain the DC output voltage for a change in the AC input line voltage. Line regulation is defined as:

Line regulation can also be expressed in terms of percent change in VOUT per volt change on the VIN (%/V):

Here:

• Change in output voltage is ΔVOUT
• Change in input voltage is ΔVIN
• The output voltage is VOUT

Load regulation is a measure of the ability of a power supply to maintain a constant output voltage despite changes in the output current of load (i.e., different devices connected to it) with input voltage constant. It can be expressed as a percentage change in load voltage:

Load regulation can also be expressed in terms of percent change in the output per mA change in load current (%/mA).

As an example, a power supply that provides 12 V under minimum load and 11.5 V under maximum load would have a load regulation of about 4.35%.

#### Ripple and Noise

Ripple identifies undesired ac components in the DC output voltage and includes the portions of the AC input voltage waveform that remains after filtering. It also includes electrical noise developed within a power supply. Ripple is generally stated in mVRMS or in mVPP for series-regulated and switching-type power supplies. But ripple is given in percent of nominal-rated DC voltage for ferroresonant and unregulated supplies. Ripple in the output of series-regulated supplies is typically 0.25 to 5 mVRMS and 1 to 15 mVPP. Switching supply ripple runs from 5 to 20 mVRMS and 20 to 150 mVPP. Ripple for ferroresonant supplies typically is 0.5 to 5% and that for unregulated supplies is 5 to 10%.

Most power-supply applications require DC voltage containing a very low ripple. For applications providing power for high-gain or low-power-level amplifiers, for example, power supplies should be chosen on the basis of VPP specifications rather than VRMS.

#### Other Characteristics that Affect Power Supply Output Voltage

The temperature coefficient is the percent change of output voltage as a result of a 1°C change in ambient temperature.

Power-supply stability is the percent change of output voltage as a function of time. A stability figure is often stated for warm-up, based on a short time period, typically 20 min, as well as for long term, typically a 24-hr period.

## Questions

1. What does a DC Power Supply do?
2. Why is there an AC ripple present? and will a battery have an AC ripple?
3. If a DC Power Supply has an output resistance of 10 mΩ (milli-ohms) and a no-load output voltage of 10 V, find the change in the output voltage and the load regulation for a full-load output current of 1 A.
4. A DC Power Supply is adjusted to give a no-load output voltage 10 V. The AC line voltage is 115 VRMS. When a full-load current of 1 A is drawn, the output voltage drops to 9.98 V. Find the no-load to full-load load regulation expressed in percent.
5. When the AC line voltage drops from 115 V to 110 V, the DC output voltage decreases from 10 V to 9.95 V. Find the line regulation expressed in terms of %/V.
6. If the DC output voltage is 10 V and RMS AC ripple voltage on the output is 10 mV, find the percentage ripple factor.
7. As the temperature varies from 25 °C to 35 °C, the output voltage increases from 10 V to 10.05 V. Find the temperature coefficient of the output voltage expressed.
8. If the DC output voltage is 10 V and RMS AC ripple voltage on the output is 10 mV, find the percentage ripple factor.

## Extra Questions

1. There are two DC power supply devices. One has 10% voltage regulation and another has 15%. Which one is better? Why?
2. Given the circuit shown in Figure EQ2, do the following:
1. Find the no-load value of VO.
2. Determine VO when RL is 450 KΩ.
3. Determine the load regulation if the no-load voltage represents the minimum load condition and the with-load setup represents the full load as well as nominal load conditions.

Figure EQ2: Circuit Diagram for Exter Question 2.
3. The nominal output voltage of a certain regulator is 8 V. The output changes 2 mV when the input voltage goes from 12 V to 18 V. Determine the line regulation and repress it as a percentage change.