In this design, the objective is to convert a 230VAC mains supply into a regulated 12VDC output using the Proteus Design Suite. The design process involves several key stages:
Begin by opening the Proteus Design Suite and creating a new project. Select the appropriate libraries for the components you need and name the project to reflect its purpose.
Insert a transformer component into the workspace. The transformer is used to step down the incoming 230VAC. For instance, you might use a transformer with a specification of 230V (primary) to 15V (secondary) if extra headroom is required to compensate for rectifier diode losses. Check the transformer’s datasheet for parameters like power rating ensuring that it meets the expected load requirements.
Place a full-wave bridge rectifier using four diodes (such as the 1N4007 series) after the transformer. Connect the secondary winding of the transformer to the AC input terminals of the bridge. In the bridge configuration, during each half-cycle of the AC signal, two diodes conduct, converting the AC waveform into a pulsating DC waveform. Since two diodes are always in conduction, account for a combined voltage drop of approximately 1.4V (assuming 0.7V per diode).
After rectification, add a filter capacitor in parallel with the load. A capacitor value in the range of 1000µF is common, but the exact value depends on the desired ripple tolerance and load current. This capacitor smooths out the pulsating DC waveform, reducing fluctuations and providing a near-steady DC voltage.
Use a voltage regulator like the LM7812 to maintain a constant 12VDC at the output. The regulator ensures that minor variations in the filtered voltage due to load changes do not affect the output voltage. For effective regulation, ensure that the input to the regulator does not dip below its minimum required value (usually at least 14V, considering dropout voltage).
Once all components are placed and interconnected following the block diagram (which encompasses the steps discussed above), connect a representative load (resistors, LEDs, or a simulated device) to the regulator’s output. Check connections for proper polarity and component orientation. This final assembly stage sets the entire conversion chain from the 230VAC source to the regulated 12VDC output.
Run the simulation in Proteus. Use virtual instruments such as oscilloscopes and multimeters to measure the voltage levels at different stages:
Adjust the component values if necessary to fine-tune the performance, ensuring minimal ripple and a stable output voltage.
The transformer reduces the 230VAC input to a lower AC voltage appropriate for rectification. The turns ratio is defined by:
\( \displaystyle \frac{N_{\text{primary}}}{N_{\text{secondary}}} = \frac{V_{\text{primary}}}{V_{\text{secondary}}} \).
For a transformer stepping down from 230V to 15V, the turns ratio would be:
\( \displaystyle \frac{230}{15} \approx 15.33 \),
which means the primary winding has about 15.33 times more turns than the secondary winding.
The AC voltage on the secondary is given in RMS; hence, the peak voltage \( V_{\text{peak}} \) is calculated by:
\( \displaystyle V_{\text{peak}} = V_{\text{RMS}} \times \sqrt{2} \).
For a 15V (RMS) transformer output:
\( \displaystyle V_{\text{peak}} = 15 \times 1.414 \approx 21.21\text{ V} \).
In a full-wave bridge rectifier, two diodes are in series during conduction. With each diode incurring approximately a 0.7V drop, the total drop is:
\( \displaystyle V_{\text{drop}} = 2 \times 0.7 = 1.4\text{ V} \).
Thus, the peak rectified voltage is:
\( \displaystyle V_{\text{rectified, peak}} = V_{\text{peak}} - V_{\text{drop}} \approx 21.21 - 1.4 \approx 19.81\text{ V} \).
The filter capacitor reduces the ripple in the rectified voltage. The capacitor value can be estimated using:
\( \displaystyle C \geq \frac{I_{\text{load}} \times t}{\Delta V} \),
where \( I_{\text{load}} \) is the load current, \( t \) is the period of one cycle (for mains frequency of 50Hz, \( t = \frac{1}{50} = 0.02 \text{ s} \)), and \( \Delta V \) is the maximum acceptable ripple voltage.
For example, for a load current of 1A and a desired ripple of 1V:
\( \displaystyle C \geq \frac{1 \times 0.02}{1} = 0.02 \text{ F} \) (or 20,000 µF). In practice, a compromise is made, and a capacitor in the range of 1000µF to 4700µF is used to balance size, cost, and performance.
The LM7812 voltage regulator requires an input voltage at least 2V higher than its output (known as dropout voltage). Hence, the input voltage should ideally be:
\( \displaystyle V_{\text{in, min}} = 12\text{ V} + 2\text{ V} = 14\text{ V} \).
With the rectified and filtered voltage in our design (~19.81V peak reduced by ripple effects), the LM7812 ensures that the output is stabilized at 12VDC.
The transformer's apparent power (VA) rating should exceed the load power requirements. For instance, if the load requires 1A at 12V (12W), the transformer should have a rating of about 15-20VA to accommodate power losses and ensure reliability.
It is critical to factor in:
All these losses are considered to ensure the LM7812 receives a minimum viable input to output a stable 12V.
The following table summarizes the key components along with their roles in the power supply design:
Component | Function | Key Parameters/Notes |
---|---|---|
Transformer | Steps down 230VAC to ~15VAC | Turns Ratio: ~15.33:1, Power rating: 15-20VA |
Bridge Rectifier | Converts AC to pulsating DC | Uses four diodes (e.g., 1N4007); Voltage drop: ~1.4V total |
Filter Capacitor | Smooths pulsating DC to reduce ripple | Approximately 1000µF to 4700µF based on load requirement |
Voltage Regulator (LM7812) | Provides stable 12VDC output | Requires input ≥14V; dropout voltage ≈2V |
Assemble the circuit in Proteus following the outlined block diagram:
During simulation:
Considering a transformer with a secondary voltage of 15V (RMS), the key calculations are:
It is essential that calculations and component selection are validated through simulation, ensuring optimum performance under various load conditions.