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A low-pass filter is a filter that passes low-frequency signals and attenuates (reduces the amplitude of) signals with frequencies higher than the cutoff frequency. Low-pass filters provide a smoother form of a signal, removing the short-term fluctuations, and leaving the longer-term trend.
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Features:
1. High rejection, low pass, and excellent return loss
2. Solid machined brass housing with nickel plating
3. 100% quality inspection.
Specifications: Low Pass Filter(LPF-210) |
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Frequency (MHz) |
10-180 |
180-210 |
230-1000 |
Insertion Loss(dB)Max |
1.5 |
3.0 |
— |
Rejection(dB)Min |
— |
— |
40 |
VSWR(dB)Max |
1.8 |
1.8 |
— |
RFI(dB) |
-120 |
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Impedance |
75Ohm |
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Wateproof Test(Min) |
10 PSI |
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Operating Temperature |
-25 degrees C to +60 degrees C |
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Corrosion Resistance |
Meets SCTE/ANSI Specification |
working principle
An ideal bandpass filter should have a completely flat passband with no amplification or attenuation in the passband.
And all frequencies outside the passband are completely attenuated. In addition, the transition outside the passband is done in a very small frequency range.
In fact, there is no ideal bandpass filter. The filter is not able to completely attenuate all frequencies outside the desired frequency range, especially outside the desired passband, a range that is attenuated but not isolated. This is often referred to as the roll-off phenomenon of the filter and is expressed in dB of the attenuation amplitude per decade. In general, the filter is designed to ensure that the roll-off range is as narrow as possible, so that the performance of the filter is closer to the design. However, as the roll-off range becomes smaller and smaller, the passband becomes flatter and begins to “ripple”. This phenomenon is especially noticeable at the edges of the passband, an effect known as the Gibbs phenomenon.
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