Circuit Analysis Revision

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32 Terms

1
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Parallel combination (1/Rp); (I = V/Rp)

Equivalent reciprocal resistance, where the potential difference across the every single resistor is the same but the current flowing through them vary.

2
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Serial combination (Rs); (V = I * Rs)

Equivalent resistance; Current flowing through each resistor is the same but they have different potential differences across them.

3
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P = I * (R^2)

Formula to calculate the power dissipated by resistors in a serial arrangement.

4
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P = (V^2)/R

Formula to calculate the power dissipated by resistors in a parallel arrangement.

5
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P = I * V(terminal)

Formula to calculate the power supplies to the resistor or circuit by the voltage source.

6
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low, large, increased, IR drop, voltage

Device represented by R3 have very ___ resistance, so when it is switched on, a _____ current flows. This _________ current causes a larger ______ in the wires represented by R1, reducing the ______ across the light bulb, (which is R2), which then dims noticeably.

<p>Device represented by R3 have very ___ resistance, so when it is switched on, a _____ current flows. This _________ current causes a larger ______ in the wires represented by R1, reducing the ______ across the light bulb, (which is R2), which then dims noticeably.</p>
7
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voltage, current

In the parallel arrangement of the resistors, their _______ is the same across all of the resistors however the _______ varies depending on the resistors value.

8
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current, voltage

When the resistors are arranged in a serial manner, their _______ is the same through all of them, however now the _______ varies depending on the value of their resistors

9
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larger

In series, ______ resistors will dissipate more power

10
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smaller

In parallel, _______ resistors will dissipate more power.

11
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Gustav Kirchhoff

A German physicist after whom the Kirchhoff’s rules are named

12
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ΣI(in) = ΣI(out)

Kirchhoff’s junction rule

13
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ΣV = 0

Kirchhoff‘s loop rule

14
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U = qV

Potential energy formula

15
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ΔV = Vb - Va = -IR or +V

In the ab resistor, where a is the lhs and b is rhs,

When the direction of travel is in the same direction of the current then

[end point arrow’s voltage - start arrow voltage] (of current)

For a battery: (higher potential - lower potential) [agar travel me negative pehle aa jaaye]

16
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ΔV = Va - Vb = IR or -V

In the ab resistor, where a is the lhs and b is rhs,

When the direction of travel is in the opposite direction of the current then

[start arrow voltage - end point arrow’s voltage] (of current)

For a battery: (lower potential - higher potential) [agar travel me positive pehle aa jaaye]

17
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internal resistances, emf, same

In series connection of batteries, their ____________________ and their ___ can be added together. Voltage sources in the parallel combination have the ____ emf as the total emf, but their total _________________ will be lesser than the individual one, and in the serial case it will be vice versa.

18
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ε1 - Ir1 + ε2 - Ir2 - IR = 0; [(ε1 + ε2) - I(r1 + r2)] - IR = 0

Kirchhoff’s loop rule on the multiple battery (in series) circuit.

19
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V(terminal) = (ε1 - Ir1) + (ε2 - Ir2) = [(ε1 + ε2) - I(r1 + r2)] = (ε1 + ε2) - Ireq

Terminal voltage formula for multiple cells connected in series

20
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Yes, it is true

Is it true that batteries are connected in series in order to increase the voltage supplied

And in parallel to increase the current to the load

21
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(ε1 - Ir1) + (ε2 - Ir2) = IR; Ir1 + Ir2 + IR = ε1 + ε2; I = (ε1 + ε2)/(r1 + r2 + R)

Formula for finding the current in the load when it is placed across the voltage source in series

22
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together, together, emf

When the batteries are connected in parallel their positive terminals are connected ________ and their negative terminals are connected ________. Their ___ are identical

23
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I = ε/( || req + R)

Formula for finding the current in the load when it is placed across the voltage sources in parallel

24
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internal resistance, current, smaller

When the batteries are connected in parallel, they can reduce the ___________________ and therefore can produce a larger _______. The equivalent internal resistance here is _______ than the individual internal resistance.

25
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V(terminal) = ε - I*(|| req)

Terminal voltage for batteries that are connected in parallel

26
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Photovoltaic generation

The conversion of sunlight directly into electricity, which is based upon photoelectric effect.

27
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Photoelectric effect

Photons are hitting the surface of the solar cell, which then creates an electric current in the cell.

28
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Pure silicon

Element from which the solar cells are made from.

29
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Incident solar radiation or insolation

The current output is a function of the amount of sunlight falling on the cell.

30
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100mA/cm^2

Current density produced by a typical single solar cell under a bright noon.

31
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36, 72, 50W, 140W, unidirectional

A solar cell array usually consists of between __ to __ , with a power output of ___ to ____. Solar cells provide a ______________ current.

32
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IR = (ε/req + R)

Formula to prove that the terminal voltage is equal to the potential drop across the load resistor, and how parallel battery combination produces large by reducing the internal resistance.