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Performance Data
Typical Insertion Loss
Minimum Insertion Loss
Common Mode / Asymmetrical (Line to Ground) Differential Mode / Symmetrical (Line to Line)
Measured in closed 50 Ohm system
Common Mode / Asymmetrical (L-G)
Differential Mode / Symmetrical (L-L)
Measured in closed 50 Ohm system
3-phase WYE RFI Filters for High Noise Applications (continued)
AYC Series
110
Dimensions are in inches and millimeters unless otherwise specified. Values in italics
are metric equivalents. Dimensions are shown for reference purposes only.
Specifications subject to change.
Corcom Product Guide
Catalog: 1654001
Issue Date: 06.2011
For email, phone or live chat, please go to
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corcom.com
16AYC10B
db
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz
25AYC10B 36AYC10B 63AYC10B
db
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz
db
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz
db
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz
110AYC10B
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz
150AYC10B 180, 200AYC10B
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz
80AYC10B
100
90
80
70
60
50
40
30
20
10
00.01 0.1 1 10 30
Frequency in MHz