> So how much voltage (emf) can be induced into the coil using just magnetism. Well this is determined by the following 3 different factors.
> 1). Increasing the number of turns of wire in the coil. – By increasing the amount of individual conductors cutting through the magnetic field, the amount of induced emf produced will be the sum of all the individual loops of the coil, so if there are 20 turns in the coil there will be 20 times more induced emf than in one piece of wire.
According to right hand thumb rule the F=qE = B x V (both are vectors). So as your direction of velocity is lying perpendicular with mag feild(B), the force generated by the mag field(emf) should be in horizontal direction to the plane. Hence the linear wire, as per your figure will experiance/generate more emf dur to the given B and V. @Onthewaytosuccess
@Onthewaytosuccess Vectors won't get summed up in case of 3rd option. 4th option(as because it is linear) won't have any vector subtraction working so seems to generate greater emf.
@Onthewaytosuccess in case of 3rd option you get some vector subtraction that gonna reduce the net emf. In case of 4th, as it is linear there will not be such reduction on emf induce by mag field and velocity.
@Onthewaytosuccess 3rd wire have too many bends causing vector subtraction as the wire moves on and thus reducing the emf. Which is not in effect in case of 4th wire as it is linear.
@Onthewaytosuccess Also your question suffers from a lethal assumption. In this Q we assume that all wires are of same length. Which means the Linear wire(4th) is stretched to generate other wires. In such case the the num of electron facing directly the electric field will also be greater in case of linear wire, hence generating the max emf.
@Onthewaytosuccess yeah that is the cyclotron principle. but before going into such complication first go through some basics like: movement of electron in mag field, Lorentz force etc.
You got your ans in 2nd Q @Onthewaytosuccess so what's the worry !?
tried aug-cc-pvtz too, but it's giving me very low energy than expected and besides costs a whole lot of computer time. So I decided to stick with moderate size basis sets. @PH13
I'm basically applying dft calculation in macro-molecular crystal structures. So, I don't think in case of macromolecular interactions polarization does a much of a difference @PH13
but what else I require to check atomic configuration/arrangement dependency @PH13. These 4 atoms provide all the information regarding the formation of H-bond.
@diffracteD but if you reduce all pyridine-, piperidine-, amine-, amide-, whatever-else-N-containing-system just to N-H...N-H you ignore all the chemistry that makes them different by saying that they all are the same ... and that is simply not true
What I was thinking. If a N-H of a pyridine if interacting with N-H of other pyrimidine, then the coordinates of N and H in both cases are decided by the ring components/steric clash/polarizations. But when I'm taking the fixed coordinates crystal-structure then I'm getting the coordinates like: atomic coordinates = f(ring components/steric clash/polarizations).
@diffracteD even if I'm not able to explain why I think it would be important to include more atoms in your calculations ... for your amides you should consider including at least the N-neighboring carbonyl groups because it is a distributed electron system and the carbonyl groups are essential for your electron density in this region
@diffracteD I like to investigate inorganic and organic chemistry with computational chemistry. I'm also somehow interested in more advanced pH calculation stuff.