Showing posts with label pre-health. Show all posts
Showing posts with label pre-health. Show all posts

2015-09-14

Make it Stick

I just read Make it Stick, about research-based results in how people learn and the implications for education. I loved it; it is filled with simple, straightforward ideas that will be useful in the classroom. For example, it is better to do many low-stakes quizzes than a few high-stakes exams. For another, it isn't useful for students to re-read the textbook, and it is useful for the lectures and the textbook to be misaligned. For another, students' perception of their learning is often wrong and misguided. For another, it is useful to interleave topics and not just do “massed practice”. It points out that it is very adaptive for learners to believe that their brains are plastic and their abilities are not innately limited. Luckily this also appears to be true. All of these things will come into my next pre-health (or other big) class. And I will explicitly explain to the students why.

My quibbles with the book are few. One is that they slag off unschooling, and then immediately follow with a long profile of a Bruce Hendry, who is a perfect example of the power of unschooling (he is entirely self-taught through self-directed projects of great importance to himself!). I also found the writing repetitive and a bit slow. But the book is filled with good ideas. Also, it is not just informative, it is responsible: The authors clearly differentiate between research findings and speculations or over-generalizations of them. This is a great contribution to the literature on teaching and learning.

2011-09-05

Stokes vs ram pressure

Macroscopically, air resistance is ram pressure (proportional to cross-sectional area times velocity squared). Microscopically, drag is Stokes-like (proportional to radius times velocity). Where does the cross-over happen? I didn't have the guts to put that on problem set one of my course for pre-health students, but it will be in around problem set eight. It could be on problem set one, because the transition can be obtained purely by dimensional analysis.

In transport processes, there are often qualitatively different effects working at small scales than at large. Another good example is diffusion vs convection.

2011-09-03

what does a future doctor not need to know?

My big challenge in preparing my General Physics I syllabus is to figure out what to cut, when the majority of the students are pre-health. I cut thermodynamics, because we have learned that it is taught also in chemistry (and other places). I then wanted to add more material about fluids and elastic solids (pretty relevant to medicine, it seems), so what to cut? I ended up cutting most of rotation, spinning, and angular momentum. Why? To understand the body, you do need to know about torques (how does your arm work, static structures, and so on) but you don't really need to conserve angular momentum. Or do you? The centrifuge spins, but it doesn't have angular dynamics.

(I will be doing the centrifuge.)