Big_Spark said:
Slippery..your now talking total rubbish..read the rest of my post...
Ok, lets analyse it in detail.
Big_Spark said:
What I should have pointed out is that the majority of fatal shocks occur not from touching the phase conductor, but from creating a circuit across the neutral or acroos the load of an appliance, so that the person recieves the full load shock....
Ok, there's no such thing as a partial circuit. Either you have a circuit, or you don't.
From "across the load of an appliance": I'm assuming you mean that, if we take for example, an electric fire, you mean a shock where I hold each end of the element, thus i'm across / in parralel with the load. The wires supplying the imaginary electric fire are of negligable resistance.
The electric fire element can be represented as a 50 ohm resistor. The electric fire is thus 1KW ish. The current in the unfettled circuit is V/R = 4.6 Amps.
The human is 1500 ohm.
You will agree that, the phase end of the element is at a potential of 230v compared to the neutral end of the element. Therefore, we can use ohms law again. V=230, R = 1500, I = V/R = 230/1500 = 153 mA. As you can perhaps see, the electric fire has absolutely nothing to do with it.
It is often not realised by many that the shock hazard of the neutral conductor is far higher than that of the phase conductor.
That's not true, and even you know it. I don't dispute that neutral is a potential danger, it's simply not as dangerous as the phase,
except when the neutral is broken and it comes up to phase potential
And let's look at that. The neutral is now broken on our electric fire. The "neutral" end of the element is at 230V potential, although no current is flowing because the circuit is broken. I now take hold of the neutral end of the element (at 230V) and grab hold of the real neutral.
Picture the circuit now. I am now in series with the electric fire. You'll remember from school, that ohm's law still applies. Two resistors in series can be thought of as one resistor whose value is the sum of the two resistors. So, the full circuit has a resistance of the 50 ohm element plus the 1500 ohm person, total 1550 ohm. The current can be worked out with ohms law. V/R = I, 230/1550 = I = 148 mA. That's less current than the heater drew before the neutral broke.
Whilst it is true to say in a perfect world the electrical potential between the neutral and earth or protective conductors would be zero volts, however in the real world this is often not the case. This difference may only be a few volts, but it does open up the possibility for electric shocks.
The only thing you've said in this thread which is correct.
More importantly if the neutral becomes broken, and this is then shorted across by a person, so completing the electrical circuit, you will recieve a full load shock, and in many cases these are fatal.
This repeats the broken neutral in the electric fire scenario above. It's just plain wrong.
If you really want a technical discussion on electricity I could lose you in one post..however as I have been at work for 13 hours and am fed up with it for one day..it won't happen tonight...
No you couldn't. I know more about electricity than you learn in GCSE. You don't.