. )sin (2. 2- 2 1)Substitution of (2. 2- 1 8) into (2. 2- 2 0) and (2. 2- 2 1) yields74 DISTRIBUTED WINDINGS IN AC MACHINERY Lixylxliyy=λdue to (2. 6 -2 ) Lixymxmiyy=λdue to (2. 6-3 )From. ,cos (2. 2- 2 2) b N jj x i ys iiSy=( )=∑11πφ, ,sin (2. 2- 2 3)Thus (2. 2- 1 9), along with (2. 2- 2 2) and (2. 2- 2 3), can be used to convert a discrete winding description to a continuous. given by (2. 2- 8 ). Truncating the series (2. 2- 1 9) after the first two nonzero harmonics yields n Nassm sm=−( )7 22 1 2 4 4106 6. sin( ) . sin( )φ φ (2A -2 ) Comparing (2A -2 ) with (2. 2- 1 2) , we...