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Complex Number RLC Series Parallel Voltage and Current Supply |
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| Jul1-12, 10:42 AM | #1 |
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Complex Number RLC Series Parallel Voltage and Current Supply
Hi Everyone.
I have been looking at this questions for a while now and have just hit a brick wall. I have found the source impedances using the the following Z of Current source = 1KΩ - jXC =1000 - j4000Ω = 4123<-75.96° Z of Voltage source = 4KΩ + jXL = 4000 + j1000Ω = 4123<14.04° Correct ? But from here I am not sure how to approach determining the current I2. Any kind of guidance would be greatly appreciated. Thanks |
| Jul1-12, 03:03 PM | #2 |
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how did you got your value for Xc ?
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| Jul1-12, 03:04 PM | #3 |
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Plus ! you can use KVL in the loop having voltage source !
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| Jul2-12, 02:27 AM | #4 |
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Complex Number RLC Series Parallel Voltage and Current Supply1/jwC =1/j(25K rads/sec)(10nF) Thanks |
| Jul2-12, 08:00 AM | #5 |
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shouldn't the angular frequency should be converted into hz ?
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| Jul2-12, 11:27 AM | #6 |
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I could'nt be sure but I assumse that when the formula states Omega it uses its standard form.
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| Jul2-12, 12:24 PM | #7 |
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i think we need to convert it !
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