Here's a very simple one that baffles me (I'm a digital guy).
Situation:
For example, a neodymium cylindrical magnet of , say, 5000 Gauss field, passes through a 500-turn coil of AWG 32 magnet wire at a velocity of 10 m/s. The resistance is approx 10 ohms, additional impedance should be nominal. The oscope trace nicely matches the results expected by the standard equation, EMF = N(delta T)/(delta time). However, current (measured by galvanometer, multimeter, whatever, AC/DC) seems to be in the microamp range, rather than substantially higher as I would expect from i =( N/R)(delta T)/(delta time), which equation is available in standard references and also immediately derivable from the EMF equation.
Is the instrumentation I'm using unable to read the transient pulse of the current or am I missing something basic here? TIA
Situation:
For example, a neodymium cylindrical magnet of , say, 5000 Gauss field, passes through a 500-turn coil of AWG 32 magnet wire at a velocity of 10 m/s. The resistance is approx 10 ohms, additional impedance should be nominal. The oscope trace nicely matches the results expected by the standard equation, EMF = N(delta T)/(delta time). However, current (measured by galvanometer, multimeter, whatever, AC/DC) seems to be in the microamp range, rather than substantially higher as I would expect from i =( N/R)(delta T)/(delta time), which equation is available in standard references and also immediately derivable from the EMF equation.
Is the instrumentation I'm using unable to read the transient pulse of the current or am I missing something basic here? TIA