|
Edited on Fri May-14-04 12:31 AM by Trajan
about 30 instanteous amps ??? ...
A point I would make ...
You mention 'maximum possible electrical consumption of a power outlet' ....
Well: power outlets do not 'consume' power, since outlets do not use power, but only channel current to the load(s) by completing a circuit through to the load ... The actual 'electrical consumption of a power outlet' would be the heat generated by power dissipation caused by a current across its finite contact resistance combined with the inherent conductor resistance within the outlet itself: ... this internal 'impedance', which exists in all circuits due to the finite resistivity of all electrical conductors, is what is used to calculate the power dissipated within that circuit element ...
One might measure the total power consumption of the circuit thusly ...
Pt = Vt * It Total power = Total Voltage * Total Current ...
These values relate to the ENTIRE circuit, not just the outlet ...
Due to Kirchoff's Voltage Law: EACH series element in a circuit exhibits a 'voltage drop'(IR Drop), of which all the voltage drops in a series circuit would sum together to equal the total voltage applied to the circuit ....
The implications of KVL is that ALL circuit elements, even simple conductors, will experience a power loss which equals the current through the conductor, squared, times the minute resistance of the conductor itself ... hence wires, switches, plugs and receptacles WILL generate heat that equals the amount of power calculated by the voltage drop these devices exhibit, the current flow through these devices, and the inherent resistivity across each device ...
A 'perfect' conductor, that which has zero resistance, would pass current without power loss (I^2 * 0 = 0) .... but such a conductor does not exist .... hence why power loss is exhibited universally by ALL circuits that draw current ...
In your case:
Pt = P1 + P2 + P3 (P1 = It^2 * Source Impedance; P2 = It^2 * contact resistance of the connection systems; P3 = the actual power usage of the load, in this case: the Air Conditioner)
IOW: Power Total = power loss through a voltage drop across the source impedance + power loss through a voltage drop at the power outlet and its connections + power used by the load
What this says is that: the total power used in the circuit equals the combined power dissipation of each series circuit element ... The outlet itself only 'uses' the power that is lost across it's contact resistance + it's conductor resistivity ... If one assumed 0.5 Ohms of resistance exists across the outlet itself ... and if the load draws 15 amps, this 'loss' would equal:
power dissipation at the outlet = ((15)(15)) * 0.5 = 225 * 0.5 = 112.5 WATTS dissipated as heat within the outlet alone ....
The safety rating of the outlet takes in consideration the ability of the outlet to dissipate this heat effectively without overheating and disintegrating (losing its physical integrity, and its ability to maintain circuit functionality) ....
Er ... we might call this 'melting' ....
Typically: .. safety rating values are double or half (as appropriate) of failure values ... SO: if a circuit element can handle 200 watts of power dissipation before it fails, it is given a rating of 100 watts ... Since receptacles possess a generally stable internal resistance, they may instead be given a 'safe current rating', which translates to a specific power rating ...
So: ... to CLOSE this essay ...
Ehem ... sorry ....
The maximum power that can 'safely' be used within THAT outlet would equal approximately 2 times the safe rating ... If the current flow through the outlet creates a power dissipation that exceeds the rating, you are treading into a dangerous range of operation .... if it approaches DOUBLE the rating, you may be approaching an imminent failure of the device, and possibly dangerous generation of heat and or fire .... (That is: if the breaker hasnt tripped, which is why we have breakers and fuses) ....
PS ... an anecdote:
I once worked on a specific program that used a large capacity, 3 phase, 400 cycle UPS as its primary system power source ...
It used three main cords to connect the UPS to the system itself ...
Each cord passed about 50 amps of current ....
One night: a janitor came to sweep the floor, and was using his broom near the power receptacles ....
He accidently bumped into one of the plugs ... which in turn caused ONE of the plug prongs to temporarily make 'poor contact' with the receptacle contact (IE caused a momentary increase in contact resistance) ...
Well: This contact resistance was already passing 50 amps of current, and when the resistance spiked: the instantaneous power disappation ( P = I^2 * R ) was too much for the plug to handle ... which simply exploded ....
Many of the techs were confused by this, but it makes perfect sense, since such instantaneous voltage drops carry with them a concurrent power spike .. in this case: a tremendous spike ...
Anyways .. I hope that helps .....
|