Recent content by abdullahkiran

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    Magnetic Fields In Semi-Infinite Solenoid's

    so really the answer would be 0.5*mu(0)*i*n i think i get it. superposition of two semi-infinite solenoids counts as a infinite solenoid. so i guess if you find the magnetic field at the non infinite end of a semi-infinite solenoid then it would be just half of the formula. sweet. i get it...
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    Magnetic Fields In Semi-Infinite Solenoid's

    Homework Statement Suppose your physics lab class lasts for a very long time - long enough for you to wind a semi-infinite solenoid. (That spool of copper wire is the gift that keeps on giving.) What is the on-axis magnetic field at the end of the solenoid closest to you (ie., not at...
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    Magnetic Field Centre Of A Solenoid

    i know that equation 1. amperes law i think , is used for solenoids with no core and the second is for a segment of current wire. i picked these 2 because it seemed like they would satisfy the terms that was required in the answer. except i still don't know where i could include variables a...
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    Magnetic Field Centre Of A Solenoid

    Homework Statement http://i27.lulzimg.com/ac8f155fa0.jpg [PLAIN][PLAIN]http://i27.lulzimg.com/b5f4ac2fce.jpg Homework Equations 1. B = ((mu(0) * N * I )) / L ,, 2. (mu(0) / 4pi)*((I*(delta(S) cross r(direction)))/r^2) The Attempt at a Solution im not really sure which...
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    Vector Spaces & Subspaces: Proving Addition Closure

    ok so i refreshed my memory a little, by looking at my notes. I've tried part (a), and got the following: condition (0) => A = [0 0;0 0] and A(Transpose) = [0 0;0 0], so satisfied condition(1) => A = [ a1 b1; c1 d1] and B = [ a2 b2; c2 d2]. A(Tran) + B(tran) must be equal to (A+B)(tran)...
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    Vector Spaces & Subspaces: Proving Addition Closure

    Homework Statement [PLAIN]http://i26.lulzimg.com/274748.jpg Homework Equations ?? The Attempt at a Solution i don't even know how to start. lol.
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