# qr code generator vb.net Inductance and Capacitance in .NET Creation Code 128 Code Set A in .NET Inductance and Capacitance

Inductance and Capacitance
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Fig. 125
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Fig. 126
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In Fig. 125 it s evident that the total charge q delivered by the battery is the sum of the charges delivered to the individual capacitors, which is (making use of eq. (184)) equal to q V C1 C2 Cn The same charge in Fig. 126 is q VCT Comparison of this equation with the preceding equation shows that CT C1 C2 Cn 191
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Equation (191) is thus the formula for calculating the equivalent capacitance of a PARALLEL connection of n individual capacitors. Problem 113 Given four capacitors, of capacitances 0.09 mF, 0.17 mF, 0.12 mF, and 0.55 mF, (a) Find the equivalent capacitance if the four are connected in series. (b) Find the equivalent capacitance if the four are connected in parallel. Problem 114 A dc voltage of 450 volts is applied to three series-connected capacitors having capacitances of 0.15 mF, 0.06 mF, and 0.48 mF. Is it theoretically su cient, in this case, to specify that all three capacitors have a voltage rating of at least 300 volts Problem 115 In problem 114, nd the total amount of energy stored in the three capacitors.
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In this chapter we begin the study of the algebra of networks containing INDUCTANCE AND CAPACITANCE for SINUSOIDAL applied voltages. (The reasons why sinusoidal waves are so important are noted in the introduction to section 5.4.)
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We begin with the basic case of inductance in series with resistance, to which a sine wave of peak voltage Vp is applied, as in Fig. 127.
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Fig. 127
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In Fig. 127, L is inductance in henrys, and R is resistance in ohms. Also in the gure, v and i denote instantaneous values of voltage and current, with the voltage and current arrows having their usual meaning.*
* Before continuing, it will be wise to rst review all of section 5.6.