The basis
of high fidelity telecommunication is the binary signal created by a process
called analog to digital conversion. The binary signal is a reliable carrier
because it consist of only two possible values, making it much less susceptible
to the effects of noise and distortion. Analog
to digital conversion begins with sampling, it consist measuring the
amplitude of the analogue waveform at equally spaced intervals of time. The difference
between the highest and lowest frequency of the waves making up the
signal is known as bandwidth. In order for the sampled signal to be then stored
or transmitted in digital form, each sampled amplitude must be quantized,
converted to one of finite number of possible values or levels. For ease in
conversion to binary form, the number of levels is usually power of 2 ,and so
on depending on degree of precision required. The degree of inaccuracy depends
on the number of output levels used by the quantizer. More quantization
levels increase the accuracy of the
representation but they also increase the storage capacity or transmission
speed required.in the next step in the digitization process the output of the
quantizer is encoded into a binary sequence. The three bit code shown in the
can represent eight levels .16 levels would require four bits and 256 levels
would require eight bits. When a digital signal hasa to be changed back to an
analogue one, the decoding produces a stepped waveform if a high sampling
frequency has been used the steps are very small and the decoded signal is a good copy of the
original analogue signal
NEW THEME!!!...But same contents =D