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Introduction to SAT II Physics - FreeExamPapers

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The negative value for the current across<br />

means that the current actually flows in the<br />

opposite direction of the arrow we drew. This makes perfect sense when we consider that<br />

current should normally flow out of the positive terminal and in<strong>to</strong> the negative terminal<br />

of battery .<br />

It doesn’t matter how you draw the current arrows on the diagram, because if you apply<br />

Kirchhoff’s Rules correctly, you will come up with negative values for current wherever<br />

your current arrows point in the opposite direction of the true current. Once you have<br />

done all the math in accordance with Kirchhoff’s Rules, you will quickly be able <strong>to</strong><br />

determine the true direction of the current.<br />

Capaci<strong>to</strong>rs<br />

Capaci<strong>to</strong>rs rarely come up on <strong>SAT</strong> <strong>II</strong> <strong>Physics</strong>, but they do sometimes make an<br />

appearance. Because capacitance is the most complicated thing you need <strong>to</strong> know about<br />

DC circuits, questions on capaci<strong>to</strong>rs will usually reward you simply for knowing what’s<br />

going on. So long as you understand the basic principles at work here, you’re likely <strong>to</strong> get<br />

a right answer on a question most students will answer wrong.<br />

A capaci<strong>to</strong>r is a device for s<strong>to</strong>ring charge, made up of two parallel plates with a space<br />

between them. The plates have an equal and opposite charge on them, creating a<br />

potential difference between the plates. A capaci<strong>to</strong>r can be made of conduc<strong>to</strong>rs of any<br />

shape, but the parallel-plate capaci<strong>to</strong>r is the most common kind. In circuit diagrams,<br />

a capaci<strong>to</strong>r is represented by two equal parallel lines.<br />

For any capaci<strong>to</strong>r, the ratio of the charge <strong>to</strong> the potential difference is called the<br />

capacitance, C:<br />

For a parallel-plate capaci<strong>to</strong>r, C is directly proportional <strong>to</strong> the area of the plates, A, and<br />

inversely proportional <strong>to</strong> the distance between them, d. That is, if the area of the plates is<br />

doubled, the capacitance is doubled, and if the distance between the plates is doubled, the<br />

236

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