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6
Part Numbering System
Example - RM 12 155 S
Form
S - single
C - common mode
D - differential
105 = 100mH
155 = 150mH
225 = 220mH
Other values & package styles available on request.
Style
RM Pinned Bobbin
Preferred values
824 = 82mH
125 = 120mH
185 = 180mH
275 = 270mH
Inductance Value
Example RM12155S = RM12 150mH fixed single inductor with pinned bobbin.
394 = 39mH
474 = 47mH
554 = 56mH
684 = 68mH
335 = 330mH
395 = 390mH
475 = 470mH
555 = 560mH
Extended Range
Size
12
Specials
RM12 Inductors
CONTACT US NOW
UNITED KINGDOM
CRYDOM
+44 (0) 1202 897969
+44 (0) 1202 891918
magnetics@crydom.com
www.crydom.co.uk
T
F
E
W
T
F
E
W
rm
induct12
ors
Mechanical Data
Mass 72gm approx.
31 x 31 plan x 25mm height
28
PCB Foot Print
1
23
4
56
7
8
9
10
11
12
18
Single Inductor Current Capacity
500
400
300
200
39
0
DC Current mA.
1 dc. mA. Rated
1 dc. mA. Saturation
Single Inductor Frequency Response
10000
10
60
Frequency,kHz
30
700
Inductance, mH
1000
10 33 63
46
133 239 500
70 90
85 100
120 176 300
600
100
47 56 68 82 100 120 150180220 270330 390 470 560 334 700
400
100
1
Impedance for 82mH
Impedance for 270mH
Impedance for 560mH
Impedance for 39mH
Impedance for 150mH
Impedance (Z) Kilohms
800 100000
1000
50 200 800
900
600
+0,1
Ground O 1,3
+0,1
O1,3
rm
ind
10
uctors
Part Numbering System
Example - RM 10 474 S
Form
S - single
C - common mode
D - differential
Size
10
Preferred values
224 = 22mH
334 = 33mH
474 = 47mH
684 = 68mH
Other values & package styles available on request.
Style
RM Pinned Bobbin
Specials
Extended Range
274 = 27mH
394 = 39mH
564 = 56mH
Inductance Value
Example RM10474S = RM10 47mH fixed single inductor with pinned bobbin.
104 = 10mH
124 = 12mH
154 = 15mH
184 = 18mH
824 = 82mH
105 = 100mH
125 = 120mH
155 = 150mH
Mechanical Data
Mass 36gm approx.
26 x 26 plan x 19.5mm height
28
PCB Foot Print
1
2
3
4
56
7
8
9
10
11
12
RM10 Inductors
• Inductance Range
10mH to 150mH
• Temperature Range
-20 to 120°C
• Core Material Curie
Temperature > 150°C
50
Single Inductor Current Capacity
500
400
300
200
10
0
DC Current mA.
1 dc. mA. Rated
1 dc. mA. Saturation
Single Inductor Frequency Response
1000
10
165
Frequency, kHz
64
700
Inductance, mH
1400
1000
20
100
178
130 400 500 800
200 260
237 300
318 406 597 1200
600
100
12 15 18 22 27 33 39 47 56 68 82 100120 600
900
700
100
1
Impedance for 22mH
Impedance for 68mH
Impedance for 150mH
Impedance for 10mH
Impedance for 39mH
Impedance (Z) Kilohms
150
• Inductance Range
39mH to 560mH
• Temperature
Range -20 to 120°C
• Core Material Curie
Temperature >
150°C
7
USA
CRYDOM
+1 619 210 1600
+1 619 710 8540
sales@crydom.com
www.crydom.com