Ch. 6: Circuits Flashcards

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1
Q

where is metallic conductivity seen

A

solid metals and some molten salts

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2
Q

where is electrolytic conductivity seen

A

solutions

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3
Q

unit of conductance

A

siemens (S)

S/m

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4
Q

what is conductance the reciprocal of

A

resistance

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5
Q

why are metal atoms good electrical conductors

A
  • easily loose one or more valance electrons

- these electrons then move about in larger collection of metal atoms

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6
Q

what does electrolytic conductivity of a solution depend on

A

the strength/ion concentration of that solution

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7
Q

equation for current

A

I = Q / delta t

current = charge passing through conductor / unit of time

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8
Q

unit for current

A

ampere

A = C/s

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9
Q

relationship between current direction and ion flow

A

current is SAME direction of proton flow (high to low potential)
current is OPPOSITE direction of electron flow (low to high potential)

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10
Q

direct current flow pattern

A

charge flows in one direction

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11
Q

alternating current flow pattern

A

charge flow changes directions periodically

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12
Q

Kirchoff’s Junction Rule

A

I into junction = I leaving junction

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13
Q

Kirchoff’s Loop Rule

A

V source = V drop

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14
Q

units of electromotive force (emf)

A

V = J/C

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15
Q

resistance

A

opposition within any material to the flow of charge

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16
Q

equation for resistance

A

R = [p * L] / A

resistance = [resistivity of material * length of material ] / cross sectional area

17
Q

units of resistivity

A

p = ohm * meters

18
Q

effect of temperature on resistance

A

resistance is usually higher at higher temps

19
Q

formula for voltage drop between two points

A

V = IR

20
Q

equation for actual voltage supplied by a cell

A

V = E cell - [i * r int]

voltage = emf of the cell - [current through the cell * internal resistance]

21
Q

equation for power of a resistor

A

P = IV = I^2 * R = V^2 / R

22
Q

total resistance of resistors in series

A

Rs = R1 + R2 + R3 …

23
Q

total voltage drop for a series of resistors

A

Vs = V1 + V2 + V3 …

24
Q

total voltage for parallel resistors

A

Vp = V1 = V2 + V3 …

25
Q

total resistance of resistors in parallel

A

1/Rp = 1/R1 + 1/R2 + 1/R3

OR

Rp = [R1 * R2] / [R1 + R2]

26
Q

definition of capacitance

A

ratio of the magnitude of charge stored on one plate to the potential difference (voltage) across the capacitor

27
Q

equation for capacitance (when voltage is applied)

A

C = Q / V

28
Q

unit of capacitance

A

farad, F

1 F = 1 C/V

29
Q

equation of capacitance of a capacitor

A

C = E0 (A/d)

Capacitance = permittivity of free space [area / separation]

30
Q

equation for uniform electric field established between two plates of a capacitor

A

E = V/d

31
Q

equation for potential energy stored within a capacitor

A

U = 1/2 CV^2

32
Q

capacitance due to a dielectric material

A

C’ = kC

33
Q

total capacitance of capacitors in series

A

1/Cs = 1/C1 + 1/C2 + 1/C3 …

34
Q

total capacitance for capacitors in parallel

A

Cp = C1 + C2 + C3

35
Q

what do ammeters measure

A

current

36
Q

how are ammeters inserted

A

in series

37
Q

what do voltmeters measure

A

voltage drop

38
Q

how are voltmeters inserted

A

in parallel

39
Q

what do ohmmeters measure

A

resistance