Ra I1 Rsh1 = Ra + Rb + Rc ( I1 - I m ) Rsh1 = I m Rm I m Rm Rsh1 = ( I1 - I m ) I1 I m Rm Rsh1 = Ra + Rb + Rc = ( I1 - I m ) I2 Rsh2 Im
Rm Im Rm Rsh2 Rc Rsh2 Rb I2 I2 I3 I2 + Ra Ra
I1 - Rc I2 I2 + Rsh 2 = Rc + Rb Rb - I2 Im
Rm Ra ( I 2 - I m ) Rsh 2 = I m ( Ra + Rm ) Rsh2 Rc Rb VRb +Rc = VRm +Ra I2 I2 I 2 Rsh 2 - I m Rsh 2 = I m Ra + I m Rm
I2 Ra = Rsh1 - Rb - Rc = Rsh1 - ( Rb + Rc ) + - = Rsh1 - Rsh 2 I 2 Rsh 2 - I m Rsh 2 = I m ( Rsh1 - Rsh 2 ) + I m Rm = I m Rsh1 - I m Rsh 2 + I m Rm Rsh2 sh2
I 2 Rsh 2 = I m Rsh1 + I m Rm I m ( Rsh1 + Rm ) Rsh 2 = I2 Ra Ra = Rsh1 - Rsh 2 I3 Rsh3 Im Rm Im Rsh3 Rc Rb Ra
Rsh3 I3 Rb I2 I3 I3 Rm + I1 - Ra
Rc I3 I3 + Rsh 3 = Rc I3 - Im Rm Rb Ra
( I 3 - I m ) Rsh 3 = I m ( Rm + Ra + Rb ) Rsh3 Rc VRc = VRm +Ra +Rb I 3 Rsh 3 - I m Rsh 3 = I m Rm + I m Ra + I m Rb I3 I3 I3 + - Ra + Rb + Rc = Rsh1 Ra + Rb = Rsh1 - Rc = Rsh1 - Rsh 3
I 3 Rsh 3 - I m Rsh 3 = I m ( Rsh1 - Rsh 3 ) + I m Rm = I m Rsh1 - I m Rsh 3 + I m Rm Rsh3 2 I 3 Rsh 3 = I m Rsh1 + I m Rm I m ( Rsh1 + Rm ) Rsh 3 = I3 = Rc ** , Rsh3 (Rc) Rb Rb = Rsh 2 - Rsh 3 Rb = Rsh 2 - Rc
Ayrton Shun I1 () I m Rm Rsh1 = Ra + Rb + Rc = I1 - I m 1 = Rm n - 1 I2 I m ( Rm + Rsh1 ) Rsh 2 = Rb + Rc = I2 Ra = Rsh1 - Rsh 2
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