chapter 2 Biophysical Topics 21
specific things that we can measure. For example, the statistical averages can be
used to calculate and predict thermodynamic quantities such as temperature,
pressure, and amount of energy released or absorbed. In this way, even though
it is impossible to directly measure what each and every molecule is doing,
statistical mechanics allows us to interpret the things we can measure in terms of
what specific molecules are doing.
The interpretation is not direct knowledge, but we can design experiments
so that the results either support or disprove our interpretation of what the
molecules are doing. This is an important point in biophysics and in science in
general. Obviously we want experiments to agree with our ideas of how the
physical universe behaves. But it’s even more important to design experiments
that attempt to prove that our model is wrong! If we design an experiment to
disprove our model and it fails to do so, this is a stronger support of the model
than an experiment designed to agree with the model.
Good experimental design allows us to consider a model “correct” in the sense
that the model accurately predicts the results of future experiments and can be
used as a tool to manipulate living things and biomolecules as we choose.
Kinetics
This branch of biophysics deals with measuring the rate or speed of biological
processes such as biochemical reactions, conformational transitions, and binding
or unbinding of biomolecules. Kinetics is closely related to energetics and ther-
modynamics. Thermodynamics tells us whether a given process or biochemical
reaction will occur.
Kinetics tells us how fast it will occur. What’s the connection?
For now, let’s just say that a process will happen spontaneously if that pro-
cess results in a system going from higher energy to lower energy. We learn this
about a process by studying its thermodynamics. Think of a ball rolling down a
hill. The ball has higher potential energy at the top of the hill and moves to a
state of lower potential energy at the bottom of the hill. So the process of a ball
rolling down a hill is spontaneous.
However, the rate at which a process occurs is related to the energy path of
a process. That is, does the energy decrease gradually or does it drop quickly?
Does the energy only decrease throughout the process, or does it decrease and
increase and then decrease (perhaps multiple times) during the process? How
fast a ball rolls down a hill, for example, depends on (1) how steep the hill is,
(2) whether there are any increases in steepness or flattening out along the way,
(3) the presence, height, and slope of any speed bumps, and (4) any other