DC CIRCUITS - RESISTANCE/OHM'S LAW/NETWORK THEOREM

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65 Terms

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The property of the material that opposes the flow of an electric current.

Resistance

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Formula of Resistance (Constant Temperature only)

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Specific resistance or resistivity of Hard drawn copper (HDC) at 20oc

1.77 × 10-8 ohm-meter or 10.66 (ohm-cm)/ft

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Specific resistance or resistivity of annealed copper at 20oc

1.72 × 10-8 ohm-meter or 10.50 (ohm-cm)/ft

5
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Specific resistance or resistivity of aluminum at 20oc

12.83 × 10-8 ohm-meter or 17.0 (ohm-cm)/ft

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area of circle?

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Variation of resistance with the temperature

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Temperature coefficient of resistance at 0oc

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Inferred absolute temperature of copper

T = -234.5 oc

10
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Temperature coefficient of resistance at t1

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1 inch = ______ mils

1000 mils

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Temperature coefficient of resistance at t2

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Change in temperature

T = t2 - t1

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it states that the ratio of potential difference (V) between any two point on a conductor to the current (I) flowing through them is constant provided the physical conditions of the conductor does not change

ohms law

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Enumerate the formula of series circuit characteristics

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Enumerate the formula of parallel circuit characteristics

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Current dividers

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Voltage dividers

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the amount of work required to maintain a current through a resistance for second is given by

Joule’s law of electric heating and

<p>Joule’s law of electric heating and </p>
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Formula of heat produce by electrical

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Joule = ______ KJ/ kcal = ________ ft-lb/BTU

1Joule = ___ ergs = ____ gm-calories

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it is the ratio of the heat actually utilized to the total heat produced electrically

Thermal efficiency

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Formula of thermal efficiency

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a group of cells that generate electric energy from their internal chemical reaction

battery

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battery

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1 ampere = _____ abampere

0.1 abampere

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1ft² = _____cmil

183.35 ×10^6 cmil

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Formula of Maximum Power Transfer

Pmax = V² /(4)(Rth)

29
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1 liter = _____ m³

10^-3 m³

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Cp of water = specific heat of water = _____j/kg°c

4200 j/kg°c

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Density of water= ?

1000 kg

32
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What is the other formula of R =pL²/V

R2/R1 = (L2/L1)²

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What is the other formula of R =pV/A²

R2/R1 = (d1/d2)^4

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What is the other formula of R =pL/A

R2/R1 = (d1/d2)²

35
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Specific Resistance or resistivity of Silver

9.9 ohm-CM/ft

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Specific Resistance or resistivity of Copper

10.37 ohm-CM/ft

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Specific Resistance or resistivity of aluminum

17 ohm-CM/ft

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Specific Resistance or resistivity of tungsten

33 ohm-CM/ft

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Specific Resistance or resistivity of zinc

36 ohm-CM/ft

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inferred absolute temperature of silver

243oc

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inferred absolute temperature of copper

234.5oc

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inferred absolute temperature of aluminum

236oc

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inferred absolute temperature of tungsten

202oc

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inferred absolute temperature of zinc

250oc

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temperature coefficient of silver at 20oc

3.8×10-3

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temperature coefficient of copper at 20oc

3.93×10-3

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temperature coefficient of aluminum at 20oc

3.9×10-3

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temperature coefficient of tungsten at 20oc

4.5×10-3

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temperature coefficient of zinc at 20oc

3.7×10-3

50
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Insulation resistance of cables

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Formula of conductance

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Delta to wye transform

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wye to delta tranform

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6 Equal resistor : EQ resistance between any two terminal

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Cubical -Connected 12 identical resistor - two terminals

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Cubical -Connected 12 identical resistor - two terminals in diagonal

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Cubical -Connected 12 identical resistor - two terminals in diagonally opposite

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named after the German physicist, Gustav Robert Kirchhoff

Kirchhoff’s law

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the algebraic sum of the currents at any junction or node of an electric circuit is zero

Current law (KCL)

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the algebraic sum of the emf and the resistance voltage drop in any closed loop of an electric circuit is zero

Voltage law (KVL)

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involves a set of independent loop currents assigned to “as many meshes” as it exist in the circuit

Maxwell mesh method

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the current in any resist is equal to the algebraic sum of the current delivered by each independent sources assuming that each source is acting “acting alone or independently”

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a circuit with “n” nodes, has a solution with only “n-1” number of equations needed.

Nodal node method

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