Inhuman
Member
OK I now know thanks to reading my texktbook that F=kI/d but where the hell do they get 2.0 x 10^-7 from? It seems like just a random number pulled out of the air, and it's not on the data sheet or anything
actually its B=kI/d. you get the F/l equation by substituting B with F/Il (as F=BIl, @=pi/2 here)Originally posted by Inhuman
and for those pointing out my 'wrong' equation, I know it's not the official one but it comes in handy for certain problems. Thanks anyway
No problem. Good luck for tommorrow.Originally posted by Inhuman
Ah thanks for pointing out my blindness Chand;
sounds like you would have to initially differeniate the curve(circular wire) and find the gradient of it....hence the straight lines. and then working out the magnetic field for each of these infinitely small lines and then intergrating it back to the function. close?Originally posted by wogboy
If you wanted to calculate the magnetic field in a circular wire loop, you need to use a formula called the Biot Savart Law, which in essence is the process of splitting the curved wire into many infinitely small lengths of straight wire, and integrating the contribution of each of these straight lengths. Again, you don't need to know this.