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PM-CS24 Datasheet(PDF) 3 Page - Premier Magnetics, Inc.

Part # PM-CS24
Description  PM-CSXX CURRENT SENSE TRANSFORMERS
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Manufacturer  PMI [Premier Magnetics, Inc.]
Direct Link  http://www.premiermag.com
Logo PMI - Premier Magnetics, Inc.

PM-CS24 Datasheet(HTML) 3 Page - Premier Magnetics, Inc.

  PM-CS24 Datasheet HTML 1Page - Premier Magnetics, Inc. PM-CS24 Datasheet HTML 2Page - Premier Magnetics, Inc. PM-CS24 Datasheet HTML 3Page - Premier Magnetics, Inc.  
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20381 BARENTS SEA CIRCLE, LAKE FOREST, CA 92630
• TEL: (949) 452-0511 • FAX: (949) 452-0512 • http://www.premiermag.com
Specifications subject to change without notice.
3
PM-CSXX
CURRENT SENSE
TRANSFORMERS
RoHS
APPLICATION EXAMPLE
APPLICATION EXAMPLE
GIVEN:
Part# = PM-CI02
Peak Current (I
PK) = 30.0 Amps
Terminating Resistor (R
T)
= 100 Ohms
Operating Frequency (f) = 100KHz
Duty Cycle (Dmax) = .40 (40% on time)
CALCULATE OPERATING FLUX DENSISTY
From the Table the FLUX FACTOR is:
K
B = 68.49 x 10
3
Flux Utilization Constant (K
F) is:
1.0 For Unipolar Operation
2.0 For Bipolar Operation
THEN:
B
OP = KB x IPK x RT x (Dmax / KF x f)
= 68.49x103 x 30 x 100 x (.4 / 1 x 100x103)
= 822 gauss (OK less than 2000 gauss)
CALCULATE PULSE DROOP
From the Table the Secondary Inductance is:
L
S = 20mHy Minimum
Note: The actual droop is dependent on the actual L
S
in the circuits enviorment.
Droop Exponent (D) = R
T x Dmax / (LS x f)
= 100 x .4 / (20x10-3 x 100x103)
= 0.020
THEN:
%_Droop = (1-e-D) x 100
= 1.98 %
OK less than 10%
(Depending on the application
Droop to 20% may be acceptable)
CALCULATE THE SCALE FACTOR
From the Table the Secondary Turns are:
N
S = 100
THEN:
K
V
= R
T / NS
= 100 / 100
= 1 volt/amp
ESTIMATE ERROR DUE TO LOSSES
From the Table the Secondary DCR is:
R
S = 1.40 Ohms Maximum
From the Table the approximate Loss Factor is:
K
L = 3.33 x 10
-9
Note: The loss factor (K
L) is valid approximation
from10KHz to 200KHz
Secondary Copper Losses are:
P_loss
S
= (I
PK / NS )
2 x R
S
= (30/100)2 x 1.40
= 0.126 Watt
Core losses are:
P_loss
C
= K
L
2 x f1.621 x B
OP
2.569
= (3.33x10-9)2 x (100x103)1.621 x 8222.569
= 0.0435 Watt
Output Power is:
P_out
S
= (I
PK / NS )
2 x R
T
= (30/100)2 x 100
= 9.00 Watt
THEN:
%_Error
= [(P_loss
S + P_lossC ) / P_out] x 100
= [(.126 + .0435) / 9] x 100
= 1.88 %


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