Plot the absorption mode signal of a Lorentzian line as a function of frequency for w=100...

Plot the absorption mode signal of a Lorentzian line as a function of frequency for w=100 hz, and three values T2 equal to 1.0 sec, 0.3 sec, and 1.0 sec. How is the full width of the peak related to the value of T2?

Expert Solution

queen_honey_blossom answered 2 years ago

Sampling 2 periods of each signal in (below) with 100 samples and plot the signal with...

Sampling 2 periods of each signal in (below) with 100 samples and plot the signal with respect to the same frequency reference signal cos(ω0t): a.xa(t)=50sin(100t+0.2) b.xb(t)=25cos(5000t−π/4) c.xc(t)=50sin(1000t+ π/4)−20cos(1000t−0.5) d.xd(t)=30sin(3000(t−5×10−5)) e.xe(t)=25cos(5000t−2.25π) f.xf(t)=−25cos(5000t+3π/4)

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Plot the absorption mode signal of a Lorentzian line as a function of frequency for w=100...

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