### Conductor resistance of copperMacArtney

Conductor resistance of copper. 0.14 mm2145 ohm/km 0.22 mm296.2 ohm/km 0.50 mm239.0 ohm/km 0.75 mm226.0 ohm/km 1.00 mm219.5 ohm/km 1.34 mm215.3 ohm/km 1.50 mm213.3 ohm/km 2.00 mm210.0 ohm/km 2.50 mm27.98 ohm/km 4.00 mm24.95 ohm/km 6.00 mm23.30 ohm/km 10.00 mm21.91 ohm/km 16.00 mm21.21 ohm/km 25.00 mm20.78 ohm/km

Get Price### CALCULATION OF CABLE RESISTANCE Learning Electrical

· Therefore resistance of copper conductor = 2.25 x 0.5 =1.125 Ohms Similarly for Aluminium The resistance per km for Aluminium is given by R = 36/S(c.s.a) Again S = 10mmsq Hence R = 36/10 = 3.6 Ohms per km Length of conductor = 0.5km Therefore resistance of copper conductor = 3.6 x 0.5 = 1.8 Ohms

Get Price### A copper wire of length 2m and area of cross-section 1.7

· Answer The resistivity of copper wire is .. Solution The resistivity or the specific resistance of a material is the inherent property of each material but it varies depending upon the "length and cross-sectional area" of the material.The resistivity is said to be directly proportional to the "cross-section area of the material" and inversely proportional to the

Get Price### Resistivity of CopperThe Physics Factbook

Copper can also maintain solidity at 1083C and boils at 2567C. Like most metals as the temperature goes up so does the resistivity.

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For most conductors resistivity increases with rising temperature. At 20 °C the resistivity of gold is approximately 2.44 10 −8 ohm-m and steadily rises with increasing temperature. The temperature coefficient of a substance measures the amount of increase in the resistance of a 1 ohm sample of the conductor per degree rise in

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45 rows · · Common Wire Gauges. The common U.S. wire gauges (called AWG gauges)

Get Price### Is there a Resistivity of Conductors (K) chart in the NEC

· For example Chapter 9 Table 8 says that 1000 kcmil uncoated copper at 75 degrees has a resistance of 0.0129 ohms/kft suggesting that a conductor of 1 circular mil 1000 ft. long would have 1 000 000 times the resistance = 12900 ohms. Therefore a wire 1 circular mil in cross section 1 ft. long would have a resistance of 12.9 ohms.

Get Price### Resistance of Copper Foilipc

· 1 Scope This test method is used to determine the resistiv- ity of copper foil. 2 Applicable Documents ASTM-B-193 Resistivity of Conductive Materials 3 Test Specimen 3.1 Three samples should be selected at equal distances across the width of the material from each lot and the width and gauge length measured to the nearest 0.025 mm.

Get Price### Resistivity (ρ) Conductivity (σ) of Metals Alloys

· Resistivity also referred to as specific resistance is dependent on the nature of the material as well as its volume definition (shape and size). Resistivity is expressed in units that are the product of resistance and length e.g. Ω·cm. The symbol most commonly used for resistivity is rho ( ρ ). Conductivity is the reciprocal of resistivity.

Get Price### Compute the resistance of a hardened copper rod 2 meters

The resistance of the copper rod = 4.39 10⁻¹⁵ Ohms. Explanation Resistance This is the opposition to current flow in a circuit. The S. I unit of resistance is Ohms. R = Aσ/L Equation 1 Where σ = resistivity of the copper R = resistance of the copper rod A = cross sectional area of the copper L = length of the copper rod. Given

Get Price### Resistivity (ρ) Conductivity (σ) of Metals Alloys

74 rows · · The symbol most commonly used for resistivity is sigma (σ). As an example of

Get Price### Resistance and ResistivityYola

· Take the resistivity of aluminium to be 0.03 x 10-6 Ωm. 0.6Ω. Ex 2 Calculate the cross-sectional area in mm2 of a piece of copper wire 40 m in length and having a resistance of 0.25Ω . Take the resistivity of copper as 0.02 x 10-6Ωm. 3.2mm2. Ex 3 The resistance of 1.5 km of wire of cross-sectional area 0.17 mm2 is 150Ω .

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· Compute the resistance of a hardened copper rod 2 meters long and 8 mm in diameter if the resistivity of the material is 1.756 x 10-8 ohm-meters. ( • 004 A 0.500-meter length of wire with a cross-sectional area of 3.14 x 10 meters squared is found to have a resistance of 2.53 x 10 ohms.

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898 ELECTRICAL CONDUCTIVITY OF SELECTED MATERIALS Material Conductivity mho/m Resistivity ohm-m Source Polybutylene terephthalate 4 1014 2 Polycarbonate 2 1014 2 Polyester 1013 2 Polyetheretherketone 6 1014 2 Polyethylene terephthalate 1012 2 Polyvinyl chloride >1014 2 Cellulose acetate 108 − 1013 4 Polyimide 4 1013 4 Polyarylsulfone 3.2 1014 –7.71 1014 4

Get Price### Compute the resistance of a hardened copper rod 2 meters

The resistance of the copper rod = 4.39 10⁻¹⁵ Ohms. Explanation Resistance This is the opposition to current flow in a circuit. The S. I unit of resistance is Ohms. R = Aσ/L Equation 1 Where σ = resistivity of the copper R = resistance of the copper rod A = cross sectional area of the copper L = length of the copper rod. Given

Get Price### 1. Resistivity of a wire depends onEducation Observer

Which of the following could be the value of resistivity of copper (A) 1.7 x 10-8 ohm-cm (B). 1.7 x 10-6 ohm-cm (C). 1.6 x 10-5 ohm-cm (D). 1.7 x 10-4 ohm-cm 18. A copper wire of length l and diameter d has potential difference V applied at its two ends. The drift velocity is vd. If the diameter of wire is made d/3 then drift velocity becomes

Get Price### Resistivity of GoldThe Physics Factbook

For most conductors resistivity increases with rising temperature. At 20 °C the resistivity of gold is approximately 2.44 10 −8 ohm-m and steadily rises with increasing temperature. The temperature coefficient of a substance measures the amount of increase in the resistance of a 1 ohm sample of the conductor per degree rise in

Get Price### Hints and TipsHow to calculate resistance of a copper cable

(This works for copper cable) Here are a couple of simple examples 1 the cable has a CSA of 2.5mm². 19 ÷ by 2.5mm² will give you 7.6 ohms per km. ÷ by 1000 for resistance per meter. 2 the cable has a CSA of 4mm². 19 ÷ by 4mm² will give you 4.75 ohms per km. Then by using ohms

Get Price### Table of Electrical Resistivity and Conductivity

· Resistivity σ (S/m) at 20 °C Conductivity Silver 1.59 10 −8 6.30 10 7 Copper 1.68 10 −8 5.96 10 7 Annealed copper 1.72 10 −8 5.80 10 7 Gold 2.44 10 −8 4.10 10 7 Aluminum 2.82 10 −8 3.5 10 7 Calcium 3.36 10 −8 2.98 10 7 Tungsten 5.60 10 −8 1.79 10 7 Zinc 5.90 10 −8 1.69 10 7 Nickel 6.99 10 −8 1.43 10 7 Lithium 9.28 10 −8 1.08 10 7 Iron

Get Price### CALCULATION OF CABLE RESISTANCE Learning Electrical

· Therefore resistance of copper conductor = 2.25 x 0.5 =1.125 Ohms Similarly for Aluminium The resistance per km for Aluminium is given by R = 36/S(c.s.a) Again S = 10mmsq Hence R = 36/10 = 3.6 Ohms per km Length of conductor = 0.5km Therefore resistance of copper conductor = 3.6 x 0.5 = 1.8 Ohms

Get Price### Resistance of Copper Foilipc

· 1 Scope This test method is used to determine the resistiv- ity of copper foil. 2 Applicable Documents ASTM-B-193 Resistivity of Conductive Materials 3 Test Specimen 3.1 Three samples should be selected at equal distances across the width of the material from each lot and the width and gauge length measured to the nearest 0.025 mm.

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· Resistivity units and conductivity units. Resistivity ρ unlike resistance is an intrinsic property of a material.It means that it doesn t matter whether the wire is thick or thin long or short. The resistivity will always be the same for a specific material and the resistivity units are "ohm meter" (Ω m).The higher the resistivity is the more difficult it is for the current to flow

Get Price### 7. ELECTRICAL CHARACTERISTICSAnixter

· 7. ELECTRICAL CHARACTERISTICS 7.1 DC Resistance of Plated Copper Conductors 92 7.2 DC and AC Resistance of Copper Conductors 95 7.3 DC and AC Resistance of Aluminum Conductors 97 7.4 Reactance and Impedance at 60 Hz 98 7.5 AC/DC Resistance Ratio at 60 Hz 100 7.6 Temperature Correction Factors for Resistance 101 7.7 Voltage Drop 102 7.8 Maximum Conductor

Get Price### A copper wire of length 2m and area of cross-section 1.7

· Answer The resistivity of copper wire is .. Solution The resistivity or the specific resistance of a material is the inherent property of each material but it varies depending upon the "length and cross-sectional area" of the material.The resistivity is said to be directly proportional to the "cross-section area of the material" and inversely proportional to the

Get Price### Temperature coefficient of resistivity

· Temperature coefficient of resistivity Example A platinum resistance thermometer has a resistance R 0 = 50.0 Ω at T 0=20 ºC. α for Pt is 3.92 10-3 (ºC)

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· THETEMPERATURECOEFFICIENTOFRESISTANCE OFCOPPER By J.H.Dellinger CONTENTS Page I.Introduction 72 1. FormerValuesinUse

Get Price### CALCULATION OF CABLE RESISTANCE Learning Electrical

· Therefore resistance of copper conductor = 2.25 x 0.5 =1.125 Ohms Similarly for Aluminium The resistance per km for Aluminium is given by R = 36/S(c.s.a) Again S = 10mmsq Hence R = 36/10 = 3.6 Ohms per km Length of conductor = 0.5km Therefore resistance of copper conductor = 3.6 x 0.5 = 1.8 Ohms

Get Price### Electrical Conductivity of Selected Materials

898 ELECTRICAL CONDUCTIVITY OF SELECTED MATERIALS Material Conductivity mho/m Resistivity ohm-m Source Polybutylene terephthalate 4 1014 2 Polycarbonate 2 1014 2 Polyester 1013 2 Polyetheretherketone 6 1014 2 Polyethylene terephthalate 1012 2 Polyvinyl chloride >1014 2 Cellulose acetate 108 − 1013 4 Polyimide 4 1013 4 Polyarylsulfone 3.2 1014 –7.71 1014 4

Get Price### Compute the resistance of a hardened copper rod 2 meters

The resistance of the copper rod = 4.39 10⁻¹⁵ Ohms. Explanation Resistance This is the opposition to current flow in a circuit. The S. I unit of resistance is Ohms. R = Aσ/L Equation 1 Where σ = resistivity of the copper R = resistance of the copper rod A = cross sectional area of the copper L = length of the copper rod. Given

Get Price### Resistance of Copper Foilipc

· 1 Scope This test method is used to determine the resistiv- ity of copper foil. 2 Applicable Documents ASTM-B-193 Resistivity of Conductive Materials 3 Test Specimen 3.1 Three samples should be selected at equal distances across the width of the material from each lot and the width and gauge length measured to the nearest 0.025 mm.

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