Verifying Circuit Calculations: Is It Correct?

In summary, the calculations for total resistance and total current are correct. However, the calculation for power in part b is incorrect as it does not take into account the current divider effect in the || network. The correct calculation for power would be 24/15 * 25 = 40 watts.
  • #1
jayjay112
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Please see circut and question at http://www.flickr.com/photos/37144556@N07/3421275866/sizes/o/

Are these calculations correct?


(a)total resistance= 6.25
25/6.25= I total = 4
v=ir 4x6=20v


(b)v=ir so 20/10= 2amps
power=vi so 2x25=50watts?


Thanks
 
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  • #2
jayjay112 said:
Please see circut and question at http://www.flickr.com/photos/37144556@N07/3421275866/sizes/o/

Are these calculations correct?

(a)total resistance= 6.25
25/6.25= I total = 4
v=ir 4x6=20v

(b)v=ir so 20/10= 2amps
power=vi so 2x25=50watts?

Thanks

Your total I is correct. But the Vab is found either by 4*Req = 4*6 = 24 or by noting that 4*1/4 is 1v and across the terminal Vab = 25 - 1 = 24. Either way works.

In b) unfortunately you have not grasped that you have a current divider with the || network and that the current through each leg is determined by Vab which is 24, divided by the resistance through that leg. You have 15Ω through the leg with the 10Ω resistor. Hence the current through the resistor is going to be 24/15.

Once you have the current through the leg, then you can use your I2R to determine power.
 
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  • #3
for the question. After reviewing the circuit diagram and calculations, I can confirm that the calculations appear to be correct. The total resistance of the circuit is indeed 6.25 ohms, and using Ohm's law we can calculate the total current to be 4 amps. The voltage drop across the resistor R1 would be 24 volts (not 20 volts as stated in the calculations), and the voltage drop across the resistor R2 would be 6 volts. This means that the total voltage drop across the circuit is 30 volts, which is consistent with the power supply voltage of 30 volts.

In part (b), the calculations for current and power are also correct. The current through the circuit would be 2 amps, and the power dissipated by the resistor R1 would be 50 watts (not 2 watts as stated in the calculations). This means that the power supply is providing enough power to meet the demands of the circuit.

However, it is always a good practice to double check calculations and to verify the circuit using other methods, such as simulation software or physical measurements. This can help catch any potential errors or discrepancies in the calculations. Additionally, it is important to consider the limitations and tolerances of the components used in the circuit, as these can affect the accuracy of the calculations. Overall, the provided calculations seem to be correct, but it is always recommended to verify them using other methods to ensure accuracy.
 

FAQ: Verifying Circuit Calculations: Is It Correct?

How do I know if my circuit calculation is correct?

The best way to verify that your circuit calculation is correct is to check it against a trusted source. This can be a textbook, a known circuit design, or an online calculator. Make sure to double-check all your inputs, and if possible, use different methods to solve the same problem to confirm your results.

What are some common mistakes when verifying circuit calculations?

One of the most common mistakes when verifying circuit calculations is not considering all the variables and assumptions. It is essential to double-check the values of all components, including resistors, capacitors, and inductors. Additionally, make sure to verify the units and the order of operations in your calculations.

Should I always use the same method to verify my circuit calculations?

No, it is always best to use multiple methods to verify your circuit calculations. This helps to catch any potential errors and provides a more accurate result. You can also use simulation software to simulate your circuit and compare the results with your calculations.

What if my circuit calculations do not match the expected results?

If your circuit calculations do not match the expected results, double-check your inputs and calculations for any errors. If you are confident that your calculations are correct, then there might be a problem with the circuit itself. In this case, it is best to consult with a more experienced colleague or seek professional help.

How can I improve my circuit calculation accuracy?

To improve your circuit calculation accuracy, it is crucial to have a good understanding of the underlying principles and concepts. Make sure to double-check all inputs and assumptions, and use multiple methods to verify your calculations. Additionally, you can use specialized software or tools to help with complex calculations and simulations.

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