If the conductor made of a material is 50m long and 4mm ^ 2 in cross section, and its resistance is zero Ω, what is the resistivity of the material?

If the conductor made of a material is 50m long and 4mm ^ 2 in cross section, and its resistance is zero Ω, what is the resistivity of the material?

The formula of resistance is r = ρ L / s, so ρ = RS / L = 5x0.0004/50 = 0.00004 ohm. M
Resistance = resistivity * conductor length / cross-sectional area,
R=ρ*l/S,
ρ=RS/l=5*4/50=0.4Ω*mm^2/m
Power consumption: 25W, how many kwh per hour
1 kilowatt hour = 1 kilowatt hour = 1 000 watt hour. That is to say, 1000 Watt equipment can use 1 hour. So 25 Watt can use 40 hours. Every hour is 1 / 40 kilowatt hour, that is 0.025 kilowatt hour
What is the maximum transmission distance under the condition of 220 V AC power supply, 2.5 M2 copper conductor and 100 W power load?
The normal working voltage drop of load should not be less than 15%. It is equivalent to 220x15% = 33 v. so the voltage drop of each wire should not be greater than 33 / 2 = 16.5 v. the allowable resistance of wire is equal to 16.5 V divided by 0.45 current = 36.7 ohm. The resistance is 2.5 square of 36.7 ohm
In the case of long-distance transmission, the power transmitted is p, the voltage transmitted is u, and the resistivity of the conductor used is p,
If the cross-sectional area is s and the total length is l, the power consumed by the transmission line is? And the power obtained by the user is?
The resistance is inversely proportional to the area and directly proportional to the length, and R = PL / s
Delivery current I = P / u
Then thermal power loss q = I ^ 2R = P ^ 2PL / (u ^ 2S)
The power obtained by the user is p '= p-q
How many kilowatts per hour does 3000 watts consume?
3 degrees
How much power does the computer power supply have at 220 V / 4A / 50 Hz
P = u * I = 220V * 4A = 880W, this is the input power of your power supply. Generally, the efficiency of switching power supply is about 90%, so the output power P (output) = P (input) * 90% = 880W * 90% = 792w
If two kinds of voltage (220 V and 11 V) are used to transmit the electric power, the power loss of the transmission line, the length and resistivity of the conductor are the same, the ratio of the cross-sectional area of the conductor is calculated
Suppose the transmission power is 220W,
Then the current ratio of the two is 1:20, the resistance of the former is 220 Ω, and the resistance of the latter is (11 / 20) Ω,
The ratio of resistance is 400:1
Because the resistance ratio is inversely proportional to the cross-sectional area of the conductor, the cross-sectional area ratio of the two conductors is 1:400
According to: r = ρ L / s and P = u / R, the ratio of the cross-sectional area of the line = the inverse ratio of the voltage = 11 / 220 = 1 / 20
1/400
1:400
1:400
Five houses, each with a 36 watt energy-saving lamp for 12 hours, how much electricity does it consume? (1000 Watt lamp consumes 1 kilowatt hour)
Hurry!
5×36×12=2160Wh
1000 × 1 = 1000WH = 1 degree
2160wh = 2.16 degrees
In a certain rating of 220 v.40 W, 220 v.60 w incandescent lamp, the incandescent lamp is connected in series with 220 V power supply, and then light?
Bright 40 watts
For long-distance transmission, the transmission power is p, the transmission voltage is u, the cross-sectional area of the transmission line is s, and the power loss of the line is △ P. if the voltage is increased to 10u, then ()
A. When △ SD is 0.01 times of the original transmission line, the transmission line power loss can still be reduced if △ SD is unchanged
A. According to P = UI, if the transmission voltage is increased to 10 times of the original, the transmission current will become 110. So the power loss is p = I2R = 1100 △ P, so a is correct. B. if the voltage loss on the transmission line is △ u = IR, the voltage loss will become 0.1 times of the original, so the voltage at the user end will not be 10 times of the original, so B is wrong. C. the transmission current will become 110. So the power loss is p = I2R = △ P, So the resistance changes to the original 100r, from R = ρ ls, the area decreases to the original 0.01s, so C is wrong; D, the loss of power is △ P = (PU) 2R, the voltage increases to 10u, so p can be increased to 10p, the loss of power remains unchanged, so D is correct, so ad is selected