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851-0210 3VQ1 D 3.85 (97.8) 2.07 (52.6) 1.78 (45.2) 2.938 (74.63) 3.34 (84.8) 3 49.72 44.37 39.44 35.50
851-0214 3VQ8 F 3.07 (78.0) 2.25 (57.2) 1.78 (45.2) 1.575 (40.01) 0.63 (16.0) 3 54.24 48.40 43.02 38.72
851-0216 6EQ1 D 4.98 (126.5) 2.27 (57.7) 1.80 (45.7) 4.063 (103.2) 4.40 (113.5) 6 73.90 65.94 58.62 52.75
851-0218 6EQ3 E 3.69 (93.7) 2.27 (57.7) 1.80 (45.7) 4.063 (103.2) 4.47 (113.5) 6 73.90 65.94 58.62 52.75
851-0220 6EQ8 G 5.47 (138.9) 2.07 (52.6) 1.78 (45.2) 1.575 (40.01) 2.70 (68.6) 6 80.18 71.55 63.60 57.24
851-0222 20VQ1 D 6.66 (168.1) 2.07 (52.6) 2.28 (57.9) 5.625 (142.9) 6.03 (153.2) 20 94.41 84.25 74.89 67.40
851-0224 20EQ1 D 6.66 (168.1) 2.07 (52.6) 2.28 (57.9) 5.625 (142.9) 6.00 (153.2) 20 94.41 84.25 74.89 67.40
CII Corcom
Q Series Filters
The Q Series has been developed specifically for
switching power supplies and is designed to filter the power line to control
conducted emissions all the way down to 10 KHz. High attenuation is provided for
both common mode and differential mode interference throughout the frequency
range with no degradation of performance due to the large peak currents drawn
by switching power supplies. These filters are ideal for applications that must
meet VDE 0871 below 150 KHz as well as above 150 KHz. The EQ models meet
the very low leakage current requirements of VDE portable equipment and UL544
nonpatient medical equipment. The VQ models offer higher common mode
performance at the expense of higher leakage current, but meet the leakage
current limits of UL, CSA, and VDE nonportable equipment.
RFI Power Line Filters
Check Pricing And Availability Of All Items On The Internet At www.alliedelec.com ALLIED
c
607
B Series Filters
1 to 20 Amps; 120/250 Volts AC; 50-60 Hz
B Series RFI power line filters are general purpose low cost filters which provide
effective line-to-ground RFI filtering in most applications. Maximum Leakage
Current (Line-To-Ground): .5 mA at 120 VAC 60 Hz, 1.0 mA at 250 VAC 50 Hz.
Hipot Rating (1 Minute): Line-to-ground Ñ 2250 VDC; Line-to-line Ñ
1450 VDC. Operating Frequency: 50-60 Hz. Rated Voltage: 120/250 VAC. Low
leakage models and higher maximum line amp units available as custom order.
Ask about low cost versions.
851-0290 1VB1 A 2.25 (57.2) 1.82 (46.2) 0.66 (16.8) 2.125 (53.98) 2.53 (64.3) 1 13.53 11.83 10.52 9.47
851-0302 1VB3 B 0.96 (24.4) 1.82 (46.2) 0.66 (16.8) 2.125 (53.98) 2.53 (64.3) 1 14.39 12.60 11.20 9.16
851-0304 2VB1 A 2.25 (57.2) 1.82 (46.2) 0.66 (16.8) 2.125 (53.98) 2.53 (64.3) 2 12.15 10.63 9.45 8.51
851-0301 3VB1 A 2.61 (66.3) 1.82 (46.2) 0.78 (19.8) 2.125 (53.98) 2.53 (64.3) 3 13.64 11.93 10.61 9.55
851-0303 3VB3 B 1.32 (33.5) 1.82 (46.2) 0.78 (19.8) 2.125 (53.98) 2.53 (64.3) 3 14.99 13.11 11.65 10.49
851-0311 5VB1 A 2.61 (66.3) 1.82 (46.2) 0.78 (19.8) 2.125 (53.98) 2.53 (64.3) 5 13.03 11.40 10.13 9.12
851-0313 5VB3 B 1.32 (33.5) 1.82 (46.2) 0.78 (19.8) 2.125 (53.98) 2.53 (64.3) 5 13.37 11.70 10.40 8.51
851-0321 10VB1 A 2.61 (66.3) 1.82 (46.2) 1.16 (29.5) 2.125 (53.98) 2.53 (64.3) 10 14.54 12.72 11.31 10.18
851-0314 20VB1 A 3.36 (85.3) 2.07 (52.6) 1.16 (29.5) 2.375 (60.33) 2.81 (71.4) 20 22.30 19.71 17.52 15.77
K Series Filters
1 to 20 Amps; 120/250 Volts AC, 50-60 Hz
K Series RFI filters are general purpose filters which provide line-to-line filtering
in addition to normal line-to-ground attenuation of RFI. Particularly suited
where pulsed, continuous and/or intermittent RF interference is present in your
application. Maximum Leakage Current (Line-To-Ground): .5 mA at 120 VAC
60 Hz, 1.0 mA at 250 VAC 50 Hz. Hipot Rating (1 Minute): Line-to-ground Ñ
2250 VDC; Line-to-line Ñ 1450 VDC. Operating Frequency: 50-60 Hz. Low
leakage models and higher maximum line amp units available as custom order.
Ask about low cost versions.
851-0319 1VK1 A 3.10 (78.7) 2.07 (52.6) 0.91 (23.1) 2.375 (60.33) 2.81 (71.4) 1 17.92 15.84 14.08 12.67
851-0322 2VK1 A 3.10 (78.7) 2.07 (52.6) 0.91 (23.1) 2.375 (60.33) 2.81 (71.4) 2 15.41 10.78 9.71 8.90
851-0324 2VK3 B 1.81 (46.0) 2.07 (52.6) 0.91 (23.1) 2.375 (60.33) 2.81 (71.4) 2 16.62 14.69 13.06 11.75
851-0323 3VK1 A 3.10 (78.7) 2.07 (52.6) 1.16 (29.5) 2.375 (60.33) 2.81 (71.4) 3 18.30 16.17 14.37 12.93
851-0320 3VK3 B 1.81 (46.0) 2.07 (52.6) 1.16 (29.5) 2.375 (60.33) 2.81 (71.4) 3 18.35 16.70 14.85 13.36
851-0325 5VK1 A 3.10 (78.7) 2.07 (52.6) 1.16 (29.5) 2.375 (60.33) 2.81 (71.4) 5 15.67 13.85 12.31 11.08
851-0326 5VK3 B 1.81 (46.0) 2.07 (52.6) 1.16 (29.5) 2.375 (60.33) 2.81 (71.4) 5 17.66 15.61 13.87 12.49
851-0330 10VK1 A 3.35 (85.1) 2.07 (52.6) 1.16 (29.5) 2.375 (60.33) 2.81 (71.4) 10 16.54 14.61 12.99 11.69
851-0331 20VK1 A 3.35 (85.1) 2.56 (65.0) 1.53 (38.9) 2.938 (74.63) 3.35 (85.1) 20 24.93 22.03 19.58 17.63
851-0346 20VK6 C 3.46 (87.9) 2.56 (65.0) 1.53 (38.9) 2.938 (74.63) 3.35 (85.1) 20 28.25 25.47 22.64 20.38
R Series Filters
1 to 20 Amps; 120/250 Volts AC, 50-60 Hz
R Series RFI filters are premium performance dual stage filters suited for low
impedance loads. Particularly suited where pulsed, continuous and/or
intermittent RF interference is present in your application. Maximum Leakage
Current (Line-to-Ground): .4 mA at 120 VAC 60 Hz, .7 mA at 250 VAC 50 Hz.
Hipot Rating (1 Minute): Line-to-ground Ñ 2250 VDC; Line-to-line Ñ
1450 VDC. Operating Frequency: 50-60 Hz. Low leakage models and higher
maximum line amp units available as custom order.
851-0351 1VR1 D 3.35 (85.1) 1.81 (46.0) 1.16 (29.5) 2.375 (60.33) 2.78 (70.6) 1 24.45 21.60 19.20 17.28
851-0352 2VR1 D 3.35 (85.1) 1.81 (46.0) 1.16 (29.5) 2.375 (60.33) 2.78 (70.6) 2 22.14 19.56 17.39 15.65
851-0353 3VR1 D 3.35 (97.8) 2.07 (52.6) 1.16 (29.5) 2.938 (74.63) 3.35 (85.1) 3 23.75 20.99 18.65 16.79
851-0354 5VR1 D 3.35 (97.8) 2.07 (52.6) 1.16 (29.5) 2.938 (74.63) 3.35 (85.1) 5 21.90 19.74 17.54 15.79
851-0360 10VR1 D 3.35 (97.8) 2.07 (52.6) 1.53 (38.9) 2.938 (74.63) 3.35 (85.1) 10 22.98 20.70 18.41 15.06
851-0361 20VR1 D 5.23 (132.8) 3.37 (85.6) 1.53 (38.9) 3.750 (95.25) 4.20 (106.7) 20 56.30 50.23 44.65 40.19
851-0365 20VR6 C 5.34 (135.6) 3.37 (85.6) 1.53 (38.9) 3.750 (95.25) 4.20 (106.7) 20 57.77 51.56 45.83 41.25
Stock Mfr.Õs Fig.
No. Type
Dimensions Ñ Inches (mm) EACH
ABC D E
Max. Line
Amp 1-9 10-24 25-49 50-99
Stock Mfr.Õs Fig.
No. Type
Dimensions Ñ Inches (mm) EACH
ABC D E
Max. Line
Amp 1-9 10-24 25-49 50-99
Stock Mfr.Õs Fig.
No. Type
Dimensions Ñ Inches (mm) EACH
AB C D E
Max. Line
Amp 1-9 10-24 25-49 50-99
Stock Mfr.Õs Fig.
No. Type
Dimensions Ñ Inches (mm) EACH
AB C D E
Max. Line
Amp 1-9 10-24 25-49 50-99
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