Chapter  9  Basic  Electrical  Tests  179  Copyright  by  Goodheart-Willcox  Co.,  Inc.  Voltage  Drop  Measurements  A  voltage  drop  measurement  determines  the  internal  resistance  of  a  wire  or  component.  Instead  of  disconnecting  the  power  source  and  using  an  ohmmeter,  you  can  check  voltage  drops  without  disconnecting  the  circuit.  Th  is  is  a  much  faster  way  of  checking  a  circuit  for  high  resistance.  For  example,  suppose  you  suspect  a  switch  of  having  a  poor  internal  connection  and  high  resistance.  To  measure  the  voltage  drop,  connect  the  voltmeter  across  the  input  and  output  leads  of  the  switch,  as  shown  in  Figure  9-24.  If  the  closed  switch  voltage  drop  reading  is  too  high  (more  than  about  one  volt  for  most  switches),  then  the  switch  has  a  poor  internal  connection.  A  good  switch,  when  closed,  will  has  little  or  no  voltage  drop.  Figure  9-25  further  illustrates  the  principle  of  voltage  drop  measurements.  If  the  load  resistances  are  equal,  the  voltage  drop  is  equal  across  these  components.  As  you  may  recall  from  Chapter  3,  the  sum  of  all  voltage  drops  equals  the  supply  voltage  in  a  series  circuit.  Figure  9-26  shows  how  voltage  drops  vary  with  resis-  tance.  In  this  example,  if  a  blower  switch  is  set  on  low,  a  small  amount  of  current  passes  through  the  resistor  pack  to  the  blower  motor  and  the  motor  runs  slowly.  Th  is  shows  up  as  a  high  voltage  drop  at  the  low-speed  (high-resistance)  ter-  minal  of  the  switch.  With  the  switch  on  medium,  less  resis-  tance  allows  more  current  to  the  motor,  resulting  in  higher  blower  rpm.  With  the  switch  on  high,  the  voltage  drop  is  zero  because  there  is  no  resistance  across  the  resistor  pack.  Resistance  Measurements  Resistance  measurements  are  commonly  taken  when  the  circuit  or  component  is  disconnected  or  when  very  accu-  rate  resistance  readings  are  needed.  Figure  9-27  illustrates  some  examples  of  resistance  measurements.  Infi  nite  resistance,  shown  with  an  ∞  (infi  nity)  symbol,  means  the  circuit  path  is  not  complete.  Something  is  pre-  venting  current  through  the  tested  circuit  or  component.  Th  ere  is  no  continuity  with  an  infi  nite  resistance  reading.  Zero  resistance,  or  no  resistance,  means  a  perfect  electri-  cal  path  exists  between  the  two  test  points.  Th  is  shows  that  there  is  continuity  and  a  resistance  of  0  in  the  tested  circuit  or  component.  Figure  9-28  shows  an  example  of  using  an  ohmmeter  to  check  a  resistor  pack.  Th  e  wires  from  the  switch  and  to  the  blower  motor  have  to  be  disconnected  so  that  accurate  resistance  readings  can  be  taken  on  the  resistors  in  the  pack.  By  comparing  your  readings  to  specifi  cations,  you  can  determine  the  condition  of  the  unit.  Amperage  Measurements  Amperage  measurements  are  needed  to  check  the  con-  dition  of  various  components.  Figure  9-29  illustrates  how  an  ammeter  reading  might  be  used  to  check  the  condition  of  a  motor.  Th  e  measured  values  can  be  compared  to  known  good  readings.  A  high  current  draw  might  point  to  a  prob-  lem  producing  a  drag  on  the  motor,  such  as  bad  armature  bearings  or  a  short  in  a  winding.  A  low  current  measure-  ment  might  point  to  a  problem  that  is  preventing  normal  current,  such  as  burned  motor  brushes,  poor  terminal  con-  nections,  or  a  bad  ground.  Figure  9-24.  Voltage  drop  measurements  show  resistance  without  requiring  you  to  disconnect  components.  If  the  closed  switch  has  a  high  voltage  drop,  the  circuit  has  a  high  resistance  problem.  Fuse  Block  Load  Switch  Closed  High  Voltmeter  Reading  Equals  High  Resistance  ~V  OFF  V  Ω  mA  mA  A  ~  16.3V  Figure  9-25.  A  component’s  resistance  determines  its  voltage  drop,  so  components  that  have  equal  resistance  have  equal  voltage  drops.  Total  circuit  voltage  drop  equals  voltages  applied.  12  V  0.5  Ω  0.5  Ω  0.5  Ω  Voltage  Drop  Total  Resistance  =  0.5  Ω  +  0.5  Ω  +  0.5  Ω  =  1.5  Ω  Total  Voltage  =  4  V  +  4  V  +  4  V  =  12  V  ~V  OFF  V  Ω  mA  mA  A  ~  ~V  OFF  V  Ω  mA  mA  A  ~  ~V  OFF  V  Ω  mA  mA  A  ~  4.00V  4.00V  4.00V  
