Can two 2.5 wires be used together as a 6 square one? Is the current passing through the two wires the same? It's better to have theory, authoritative theory. I'm adding points

Can two 2.5 wires be used together as a 6 square one? Is the current passing through the two wires the same? It's better to have theory, authoritative theory. I'm adding points

As soon as I see, I know that the building owner is studying electrical engineering. This question is very professional. I can't answer it well. I'll try to answer it. I'm not surprised if I'm wrong
In two cases, "whether two 2.5 square wires can be used as 6 square wires together" does not hold: first, it does not hold in DC circuit; second, it does not hold when 2.5 square wires are multi strand wires and 6 square wires are multi strand wires
It is true when it is used in AC circuit and 2.5 square line is single strand line and 6 square line is single strand line
The diameter of 6 square single strand is 2.764mm, and the section perimeter is 8.6832mm;
The diameter of 2.5 square single strand is 1.7841mm, and the section perimeter is 5.605mm
In AC circuit, the resistance of conductor is not only Ohm's law, but also the skin effect of conductor
The actual resistance is: RJ = s / P * radical (2 π Fu / ρ) * ρ * L / s
The s in the formula is eliminated, that is to say, the resistance has nothing to do with the cross section, but only with the perimeter of the cross section, and it is inversely proportional to the perimeter of the cross section
Then the section perimeter of two 2.5 square single strand wires is 2 * 5.605 = 11.21mm, which is larger than the section perimeter of a 6 square single strand wire of 8.6832mm, so the resistance of two 2.5 square single strand wires is less than that of a 6 square single strand wire, so the conclusion is valid
I hope I can help you
If 20 identical small bulbs are connected in series in the 220 V circuit, the voltage at both ends of each small bulb is 0___ If they are connected in a 110V circuit, the voltage at both ends of each small bulb is____ V
11 V and 220 V respectively
In the series circuit, if the resistance is the same, each load will share the power supply voltage equally, so the voltage of each bulb in the series circuit is 220 / 20 = 11V
Associated circuit, each load voltage is the same, so the voltage of each bulb in parallel is equal to the supply voltage of 110V
Series partial voltage, parallel shunt, so it is 11V 110V
For the different bulbs connected into the circuit, the bright ones are: those with large current, large voltage at both ends, large resistance and high electrical consumption
For different light bulbs connected in parallel, the brightness is greater: the current through the light bulb is greater; for different light bulbs connected in series, the resistance value and electrical consumption rate are greater if the voltage at both ends is greater
The bright current is the same. If the voltage at both ends is large, the resistance value is large, and the power consumption is also larger.
Assuming the same bulb and constant resistance, the current, voltage and power consumption are the maximum and brightest.
parallel connection? Or in series?
I now have two three core 150 square copper core cables. If I want to use one of the two cables as one phase, what will happen to the current carrying capacity
The current carrying capacity of 3 * 150 copper cable is 293A, and that of 3 * 300 copper cable is 454a. If two cables are used in parallel for more than 550A, it is estimated that there is no problem. If two 120 bare aluminum wires are used in high voltage lines, the current carrying capacity is absolutely greater than that of one 240 wire, and the cable should not be less than the sum of the two cables
When the voltage of W484 bulb is 220 V, the current of W484 bulb is 220 v
Current: I = P / u or I = u / R
Current: I unit a
Voltage: u
Power: P
Resistance: R
Current formula: 1A = 1000mA
I = u / r = 220V / 484 Ω = 0.45a = 450mA (MA)
The bulb is a pure resistive load.
Current: I = P / u or I = u / R
Your resistance doesn't match the power!
The resistance of a 200W bulb should be 242 ohm. 484 ohm is 100W.
Current = power / voltage = 200 / 220 = 0.909a
Does the greater the current, the greater the brightness of the bulb? Does voltage or resistance or actual power also affect the brightness of the bulb?
Please explain one by one
The greater the power, the greater the brightness~
When the voltage is low, the actual power is lower than the rated power, and the bulb is dark, otherwise it is on. However, all of these will cause harm to the bulb
The higher the current is, the higher the power is, the higher the brightness is, the higher the voltage is, the higher the power is, the higher the brightness is, the lower the resistance is, the higher the power is, the higher the brightness is
Well, it depends on who you are.
If you answer it as a simple question: Yes
If the brain swerves: the first one is uncertain, and the second one is positive.
If it is regarded as an academic issue, it needs to add some additional conditions to treat it differently. For example, the same voltage? Or the rated voltage and so on? ... unfold
Well, it depends on who you are.
If you answer it as a simple question: Yes
If the brain swerves: the first one is uncertain, and the second one is positive.
If it is regarded as an academic issue, it needs to add some additional conditions to treat it differently. For example, the same voltage? Or the rated voltage and so on? Put it away
How many square meters of wires does a 4 kW appliance need
The meter is about 100 meters away from my home, and it uses 4 square meters * 2 aluminum wires. Now my home's electrical appliances have 4 square meters of aluminum wires, which is a little dangerous or sheathed. The distance between the two wires is very close, and it's hard to say if they are overloaded and heated
The 100 W 220 V light bulb and 15 W 220 V light bulb are connected in series with 220 V power supply, and the current and voltage of each light bulb are calculated
The resistance of the first bulb R1 = u ^ 2 / P = 220 ^ 2 / 100 = 484 Ω
The resistance of the second bulb R2 = u ^ 2 / P = 220 ^ 2 / 15 = 3226.67 Ω
So the series current I = u / (R1 + R2) = 220 / (484 + 3266.67) = 0.06a
The voltage of the first bulb U1 = I * R1 = 29V
The voltage of the second bulb U2 = 220-29 = 191v
The working current of each bulb is I = 3 / 11a
100w220v lamp voltage 132v
15w220v bulb voltage 88v
What is the relationship between the voltage and the current when the resistance becomes larger (smaller)? What is the relationship between the current and the voltage becoming larger (smaller) and the brightness of the bulb?
Which light of pz220v25w and pz220v30w is on? (why?), how to mark the magnetic induction line? What kinds of communication methods are there? How to connect the relay?
When the voltage is constant, the greater the resistance, the smaller the current. When one side of the voltage or current is constant, the change of the other side is proportional to the change of the brightness of the bulb. When the voltage is the same, the lamp with high power is brighter. That is, 30W is brighter than 25W, which is inevitable
How many kilowatts can a square meter of wire and cable carry
1KW