Introduction to s1xt33n lab note 2 When describing the behavior of a transfer function, we typically look at the magnitude and phase of the transfer function, as a function of ω. Analog & digital interfaces lab note 3
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Sensing part 1 lab note 5
Sensing part 2 lab note 6
System identification lab note 7 Eecs 16b will first walk students through more advanced circuitry Sign up for eecs 16b sections! Eecs 16b designing information systems and devices ii uc berkeley spring 2024
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You can work on the above problems before time starts 1 overview in previous notes, we have explored the usefulness of diagonal and diagnolizable matrices Another useful type of matrix is the symmetric matrix—matrices that are equal to their transpose In this note, we will discuss the spectral theorem, which provides us with useful properties of symmetric matrices.
Equivalently, euout(jω) = h(jω) euin(jω)
We use an arbitrary definition of a system above, but we will make this more concrete for the specific case of transfer functions of circuits
