What chapters or subject i need to read in order

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To solve the problem presented, focus on applying Kirchhoff's current law to derive a first-order linear differential equation for the voltage across the capacitor in the circuit. The current from the generator should equal the sum of the currents through the capacitor and resistor. Once the differential equation is solved, it will yield a voltage function over time, which can then be used to find the charge on the capacitor. The term "shock input" refers to an instantaneous change in current, rather than a steady-state input. Utilizing Laplace transforms may simplify the process of solving these equations.
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what chapters or subject i need to read in charles A.desour BASIC CIRCUIT THEORY
order to solve the following question:

http://i40.tinypic.com/219rsyt.gif
 
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You just need to know how to write up the basic differential equation. Doing this in the frequency domain (with a Laplace transform) might make it easier, however.
 
i don't know how to get those differential equation.
i have this desour book
response to shock
what that mean??
i know that delta function is used for sampling a function
but that's too abstract
i know kirshgoff laws
i know differential equation

i can't figure out the middle part

if you know this book
then you can tell what chapter should i read foe this
??
 
Hi Transgalactic, here is how I'd go about solving the problem:

Using Kirchoff's current law, write down the first order linear differential equation describing the voltage across the capacitor when shunted by a resistor. Remember that the current from the generator equals the current through the capacitor plus the current through the resistor, and the equations for the current through a capacitor and resistor. After solving the differential equation, you'd have an equation describing the voltage across the capacitor as a function of time. Since Q = CV, if you have an equation describing the voltage across the capacitor as function of time you also have an equation describing the charge on the capacitor as a function of time. In this context I believe what they mean by a "shock input" is that the current goes from zero to some set value in zero time, i.e. the input is not steady state or some function of time like Asin(\omega t + \varphi). Like MATLABdude said it may be easier to solve equations like this with Laplace transforms instead of grinding through the differential equation, but as I haven't studied them yet you're on your own..:biggrin:
 
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