Richard M. Felder
College teaching may be the only skilled profession for which no preparation or training is provided or required. You get a Ph.D., join a faculty, they show you your office, and then tell you "By the way, you're teaching 205 next semester. See you later." The result is the consistent use of teaching techniques that have repeatedly been shown to be ineffective at promoting learning. Many professors are surprised to learn that...
Dr. Richard M. Felder is the Hoechst Celanese Professor Emeritus of Chemical Engineering at North Carolina State University. He is coauthor of Elementary Principles of Chemical Processes, an introductory chemical engineering text now in its third edition. He has contributed over 200 publications to the fields of science and engineering education and chemical process engineering, and writes "Random Thoughts," a column on educational methods and issues for the quarterly journal Chemical Engineering Education. With his wife and colleague, Dr. Rebecca Brent, he codirects the National Effective Teaching Institute (NETI) and regularly offers teaching effectiveness workshops on campuses and at conferences around the world. He has seven spectacular grandchildren.
What's new? As of November 17, 2015
"Handouts with Gaps." Chem. Engr. Education, 49(4), 239-240 (Fall 2015). A research-validated technique for incorporating activities in a class, getting all the benefits of active learning, and not sacrificing content coverage (maybe even increasing it).
"To Flip or Not to Flip." Chem. Engr. Education, 49(3), 191-192 (Summer 2015). Good and not-so-good ways to flip a classroom (introduce new material online and then have students build on it in class).
Mathematical methods in engineering and physics.
Nepotism alert: I did not write this book--it was written by Gary and Kenny Felder, my sons. Even if it had been written by complete strangers, though, I would tell you that it's the best applied math book I've ever seen--a model of clarity, numerous and varied examples of every concept and method discussed, tons of problems, and now and then--when you're least expecting it--funny. It's also written in a modular fashion, so if you want to learn about or review, say, partial differential equations or Fourier analysis, you can just jump to that chapter without first reading all the chapters that precede it. If you teach applied math and/or your research involves mathematical analysis, I strongly recommend checking it out. (RF)
Comments or questions? Send mail to Dr. Felder at firstname.lastname@example.org