mammal said:I have worked out the frequency using ω=2πf on both terms and combining them, any ideas on the amplitude and time period?
I'm not sure waht the Fourier series is to be honest!
Complex waveforms refer to signals or vibrations that are made up of multiple frequencies and amplitudes. They are considered more complex than simple waveforms, which have only one frequency and amplitude.
Complex waveforms can be generated through a variety of methods, including the combination of multiple simple waveforms, the use of modulation techniques, and the manipulation of existing waveforms using electronic devices.
Complex waveforms can be found in many natural phenomena, such as sound waves, ocean waves, and earthquake vibrations. They are also commonly used in electronic devices, such as music synthesizers and radio transmissions.
Complex waveforms are important in science because they can accurately represent real-world phenomena and can be used to study and understand the behavior of various systems. They are also used in many practical applications, such as in telecommunications and medical imaging.
Scientists use a variety of tools and techniques to analyze complex waveforms, such as Fourier analysis and spectral analysis. These methods help break down the complex waveform into its component frequencies and amplitudes, allowing for a better understanding of the signal.