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288   Chapter Four


                          resent the lengtà of a magnetic patà througà the coil (in me-
                          ter0. Then the magnetizing force (in ampere-turnð per mete?
                          is denoted H and is given by:

                                                         H   NI/s

                          If H is specified in oerstedð and s is specified in centimeters,
                          then


                                              H   0.4 NI/s   1.256NI/s


                          Voltage induced by motion of
                          conductor
                          Let B represent the intensity of a stationary, constant magnetic
                          field (in weberð per square mete?; let       s represent the lengtà of
                          a conductor (in meterX let v represent the velocity of the con-
                          ductor (in meterð per secon™ at right angleð tm the magnetic
                          lineð of flux. Then the induceS voltage (in volt0 between the
                          endð of the conductor is denoted V and is given by:


                                                         V   Bsv



                          Voltage induced by variablł magnetic
                          flux

                          Let N represent the number of turnð in a coil; let d /dt rep-
                          resent the change in magnetic flux (in weberð per secon™˜ Then
                          the induced voltage (in volt0, V, between the endð of the coil is
                          given by:


                                                      V   N(d /dt)


                          Transformer efficiency
                          Let I prŁ  represent the current (in ampere0 in the primary wind-
                          ing of a transformer; let I   se  represent the current (in ampere0
                          in the secondary; let V   prŁ  represent the rmð sine-¨ave AC volt-
                          age across the primary; let V    se  represent the rmð sine-¨ave AC
                          voltage across the secondary. Then the transformer efficiencð (as
                          a ratio) is denoted Eff and is given by:
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