The time-bandwidth product is a concept in signal processing and optics that quantifies the trade-off between the duration of a signal in the time domain and its spectral width in the frequency domain. It is often expressed mathematically as the product of the pulse duration and the bandwidth, with a minimum value defined by the uncertainty principle. For example, in a Gaussian pulse, this product is constant and reflects the inherent limitations of simultaneously achieving short pulses and wide bandwidths. Understanding this relationship is crucial for applications in telecommunications, imaging, and laser physics.
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