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What else can I help you with?
How many current carrying conductors are allowed in a 4 square 1.5 inch box?
12
Current carrying capacity of copper in terms of cross sectional area?
The normal current carrying capacity is 6 amps per square millimeter without any cooling with forced cooling the number can be as high as 30 amps per square millimeter and for a motor application this means 5 times the energy density so a typical 1 or 2 KW/Kg energy density is now 5 to 10 KW/Kg in a continuous operation and peak values can be 10 times for a min or 20 times for a few seconds. The limiting factor is the thermal effects and how you deal with them the more efficient the heat removal the higher the allowed level of current.
What is the greatest area of a rectangle with 100 ft perimeter?
If it's allowed to be a square, 625 square feet. If not, 624 square feet.
Why cable size in square mm?
Cable size is measured in square millimeters (mm²) to indicate the cross-sectional area of the conductor, which directly relates to its current-carrying capacity and resistance. A larger cross-sectional area allows for more electrical current to flow with less resistance and heat generation, reducing the risk of overheating and improving efficiency. This measurement is crucial for ensuring safe and effective electrical installations that comply with industry standards.
Why wire size in square mm?
That would refer to the cross-section. A wire that has twice the diameter of another wire would have 4 times the cross-section - and therefore 4 times as much weight per meter, and 4 times as much current-carrying capacity.
How many current carrying conductors are allowed in a 4 square 1.5 inch box?
12
What has the author Hiram W Edwards written?
Hiram W. Edwards has written: 'The distribution of current and the variation of resistance in linear conductors of square and rectangular cross-section when carrying alternating currents of high frequency' -- subject(s): Electric conductors 'Analytic and vector mechanics' -- subject(s): Vector analysis, Mechanics, Analytic, Analytic Mechanics
Current carrying capacity of copper in terms of cross sectional area?
The normal current carrying capacity is 6 amps per square millimeter without any cooling with forced cooling the number can be as high as 30 amps per square millimeter and for a motor application this means 5 times the energy density so a typical 1 or 2 KW/Kg energy density is now 5 to 10 KW/Kg in a continuous operation and peak values can be 10 times for a min or 20 times for a few seconds. The limiting factor is the thermal effects and how you deal with them the more efficient the heat removal the higher the allowed level of current.
What do you understand by square mm of electric cables?
In European countries and elsewhere, the cross-sectional area of electric cables and busbars are expressed in square millimetres. The larger the cross-sectional area, the greater the current-carrying capacity.
What is conductor area?
Conductor area refers to the cross-sectional area of a conductor, such as a wire or cable, that carries an electric current. It is typically measured in square millimeters or square inches and is an important factor in determining the current-carrying capacity and resistance of the conductor. A larger conductor area generally allows for more current to flow with lower resistance.
Are liquids better heat conductors?
pie = m c square
Are public allowed in Red Square Moscow?
certainly
How do you Simplify the square root of 490x2?
By carrying out the multiplication, then looking for perfect squares in the factors.
How would you relate power to current?
Power is directly-proportional to the square of the current.
Is the number 981319 a square number?
No. Because the square root is 990.61546525379866996907131624577..... No decimal places allowed!!
In 4-square is the ball allowed to hit your body?
No-it is not allowed to hit a person or the person who hit it is out. No-it is not allowed to hit a person or the person who hit it is out.
Are resistor heating affected by line frequency?
No. The heating effect is the product of the square of the current and resistance, where the current is a root-mean-square value.A.C. current is always expressed as a root-mean-square (r.m.s.) value, which is equivalent to a d.c. current which produces exactly the same heating effect. Root-mean-square values are affected by the shape of a waveform, but not by its frequency.
