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Lecture 15: Converter Transfer Functions ECE 481: Power Electronics Prof. Daniel Costinett Department of Electrical Engineering and Computer Science University of Tennessee Knoxville Fall 2013 Announcements • No class Thursday; enjoy Engineer’s Day • Tuesday: Graphical construction of converter transfer functions with Zhuxian • HW #5 due today • HW #6 due Tuesday, 10/29; posted this afternoon

Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals

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Page 1: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals

Lecture 15: Converter Transfer Functions

ECE 481: Power ElectronicsProf. Daniel Costinett

Department of Electrical Engineering and Computer Science

University of Tennessee Knoxville

Fall 2013

Announcements

• No class Thursday; enjoy Engineer’s Day

• Tuesday: Graphical construction of converter transfer functions with Zhuxian

• HW #5 due today

• HW #6 due Tuesday, 10/29; posted this afternoon

Page 2: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 3: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 4: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 5: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 6: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 7: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 8: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 9: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 10: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 11: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 12: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 13: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 14: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 15: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 16: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals
Page 17: Lecture 15: Converter Transfer Functionsweb.eecs.utk.edu/~dcostine/ECE481/fall2013/lectures/L15_out.pdf · For a linear sawtooth waveform: d(t) = —V— for 0 s s VM vc.(r) Fundamentals

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