To: | LineOne <[email protected]> |
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Subject: | Re: LF: 136kHz - this is how badmy system is! |
From: | Andy Talbot <[email protected]> |
Date: | Mon, 22 Jan 2018 20:31:35 +0000 |
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Noise power is proportional to bandwidth At room temperature, a resistor will develop -174dBm of thermal noise or -174dBm/Hz In a 2.5kHz SSB bandwidth, the total power is therefore -174 + 10.LOG(2500) = -140dBm When using an SDR + waterfall with 0.3Hz bins, the thermal noise per bin, and the minimum possible sensitivity is -174 + 10.LOG(0.3) = = -179dBm. Using QRSSS with a 0.01Hz bin, that becomes -194dBm Using the bin size of an FFT as the bandwidth is not strictly the case as FFTs are windowed to increase dynamic range, which has the effect of a signal appearing in adjacent bins at reduced power. So a good average to assume if you don't know the exact windowing function is that bandwidth is twice the bin size. Andy G4JNT On 22 January 2018 at 20:06, Martin Evans <[email protected]> wrote:
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