By John Santiago

Circuits overloaded from electrical circuit analysis?

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**Additional info for Circuit Analysis For Dummies**

**Sample text**

The op amp is one of the leading linear active devices in modern circuit applications. This device does mathematical operations (addition, subtraction, multiplication, division, integration, derivatives, and so on) quickly because it does them electronically. You put together basic op-amp circuits to build mathematical models. Chapter 1: Introducing Circuit Analysis Dealing with Time-Varying Signals, Capacitors, and Inductors Circuits deal with signals that carry energy and information. Signals are timevarying electrical quantities processed by the circuit.

Transform the circuit again, replacing these two resistors in parallel with their equivalent: Chapter 3: Exploring Simple Circuits with Kirchhoff’s Laws Figure 3-8: Circuit combining series and parallel resistors. 5 kΩ. This example shows that if you want to cut the value of a particular resistor in half, you can connect two equal resistors in parallel. Circuits A, B, and C are all equivalent circuits because they have the same voltage v across Terminals A and B and the same net current i going through the resistor network.

So no matter how much current is drawn from the battery, you still have the same voltage. Figure 2-2 shows the electrical symbol and the i-v characteristic of a battery. Because the slope is infinite, an ideal battery has zero resistance. You can convert a battery into an independent current source through source transformation, as I explain in Chapter 4. ” Short circuits: No voltage, no power Figure 2-2 shows that, like a battery, a short circuit has an infinite slope (and therefore infinite resistance) in its i-v characteristic.