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LP7E (Lowpass Eliminator): Graph, Table and Order Info

Example: LP7E-ch.70 / 75

  • LP7E-ch.70/75 passes frequencies from 5 to 504 MHz (ch.70), and removes frequencies from Fs (ch.75) and above for reuse.
  • Passband loss: <1 dB
  • Cut-off loss( Fc, ch.70): < 4 dB
  • Stopband: > 55dB from 529 to 760 MHz
  • Transition: 5% frequency separation between Fc and Fs (i.e., 504/529 = .95 - approx)
Mkr Freq (MHz) Attn (dB) Channel
1 460.000 -0.905 Passband
2 Fc 503.750 -3.75 70 snd
3 Fs 529.250 -57.46 75 pix
4 40.750 -0.075 Passband
Pix = Picture, Snd = Sound

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Table: Example LP7E model

Model # Passband * (MHz) Cut Off (Fc) Loss Stopband (MHz) * Transition (number of chs, freq. separation)
LP7 E-42/50 0 to 42 < 2.0 dB 50 to 1000 8 MHz
LP7 E-ch.4/5 0 to 72 (ch.4) < 4.5 dB 77-750 5 MHz
LP7 E-ch.13/25 0 to 216 < 3.5 dB 228-750 2 chs, 12 MHz
LP7 E-ch.36/39 0 to 300 < 3.5 dB 312-750 2 chs, 12 MHz
LP7 E-ch.44/48 0 to 348 < 3.5 dB 366-750 3 chs, 18 MHz
LP7 E-ch.56/60 0 to 420 < 4.0 dB 438-750 3 chs, 18 MHz
LP7 E-ch.60/65 0 to 444 < 4.0 dB 468-750 4 chs, 24 MHz
LP7 E-ch.70/75 0 to 504 < 4.0 dB 528-1000 5 chs, 28 MHz
LP7 E-ch.80/85 0 to 564 < 4.0 dB 588-1000 5 chs, 28 MHz
LP7 E-ch.94/105 0 to 650 < 4.0 dB 680-1000 6 chs, 30 MHz
LP7 E-ch.116/122 0 to 750 < 4.0 dB 784-1000 6 chs, 30 MHz
LP7 E-870/950 0 to 870 < 3.0 dB 950-2200 click here for Graph
* Passband insertion loss <1 dB (except at cutoff knee), Stopband > 55dB typical.

Order Info:

Order as: LP7E-ch.(Fc/Fs): see calculating transition example below*

Specify: Fc (cut off channel/frequency) and/or Fs (stopband channel/frequency)
Example: LP7E-ch.70/75 or LP7E-504/529

Calculating Transition for example Highpass (HP7E-ch.80/86)

Example 1: Lowpass must pass to Fc (504 MHz = ch.70), where does 55dB roll off (Fs) begin?*
From Fig.1: Fs = Fc x 1.05 (5% transition)
Given Fc = 504 MHz (ch.70), then, Fs = 504 x 1.05 = 529 MHz (ch.75).
*click Freq. Chart for channel frequencies

Example 2:Lowpass stopband required at Fs (529 MHz = ch.75), where is passband cut off (Fc)?*
From Fig.1: Fc = Fs x .95 (5% transition)
Given Fs = 529 MHz (ch.75), then, Fc = 529 x .95 = 504 MHz (ch.70).
*click Freq. Chart for channel frequencies

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