Terms physicists and biologists use differently

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I'm giving a presentation to a group next week made up of mathematicians, physicists and mechanical engineers. My talk is going to be related to my work so it's going to be very biology based. I want to start the talk pointing out that life science and the physical sciences are very different in their cultures and I thought it would be fun to have a slide with terms both use but completely differently. The point of this is to lead on to saying that if at any point I'm using a term that you know but don't see how it fits then feel free to ask.

Examples I have so far are vector, plasma and differentiate, can anyone think of any others?
 
Biology news on Phys.org
Evolution (of a physical system versus a species); decay; selection
 
Cthugha said:
How about translation?


That's a good one, thanks

Nugatory said:
Evolution (of a physical system versus a species); decay; selection

Maybe, I'm leaning more towards ones that won't be obvious or well known if possible. The vector example I got from a lecture recently in which a class of mechanical engineering students hadn't heard of a disease vector before.
 
free energy

edit: that was a joke, referencing pseudo-science, but I immediately realized that physicists also use free energy in thermodynamics.
 
nucleus
cell
filament
plasma
conjugate
bifurcation
degeneracy
corona
 
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Is "perturbation" used in life sciences in some technical sense?? If it is, I'm sure it means something else than within physics/maths.

As a general strategy here,I would suggest that you should look at semi-colloquial Greek/Latin loan words that are used in a technical sense, and compare actual technical usages to discover subtle differences in implied meaning.
 
flux: http://en.wikipedia.org/wiki/Flux_(disambiguation)
fusion/fission?
[STRIKE]plasma[/STRIKE]*
vertex http://en.wikipedia.org/wiki/Vertex
[STRIKE]vector[/STRIKE]*
proteus http://en.wikipedia.org/wiki/Proteus_(disambiguation)
torus
panda http://en.wikipedia.org/wiki/PANDA_experiment
matrix
anything else I missed:
https://www.google.com/search?q=dis...iology&rls=org.mozilla:en-US:official&start=0
ed-
radiation (evolutionary)
parabola http://en.wikipedia.org/wiki/Parabola_(disambiguation)
*finally decided to really read the op...
 
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Real
Imaginary
Complex
Manifold (this one has the nice property of being different for mathmatics, ME, and general use)
 
These probably apply more to chemistry than biology, but: solution, precipitate, reduction.

Also, statistical significance.
 
Ryan_m_b said:
The vector example I got from a lecture recently in which a class of mechanical engineering students hadn't heard of a disease vector before.
That reminds me of a joke I saw recently:

Q. What do you get when you cross a mountain-climber with a mosquito?

A. Nothing: you can't cross a scalar with a vector.​

I had to look up the biological meaning of "vector" before I understood the joke.
 
DrGreg said:
That reminds me of a joke I saw recently:

Q. What do you get when you cross a mountain-climber with a mosquito?

A. Nothing: you can't cross a scalar with a vector.​

I had to look up the biological meaning of "vector" before I understood the joke.

:smile:

Okay, that has *got* to be Ryan's first slide! Too funny!
 
"Theory".

(I don't think there are any universally accepted definitions, but...)

Physics: A piece of mathematics and some correspondence rules that tell us how interpret mathematical results as predictions about results of experiments. (Short version: "Something that makes predictions about results of experiments"). If the predictions are bad, then it's a bad theory, but it's still a theory. If the predictions are very accurate, then it's considered a good theory even if we're not sure that it really explains anything.

In other sciences: Something that explains a fact. (People often say that it's in this sense that the theory of evolution is a theory).

Outside of science:
1. A statement that's believed to be true.
2. A guess.
 
These are all great everyone :biggrin: thanks! I probably won't need any more but feel free to keep them coming for interests sake.

DrGreg said:
That reminds me of a joke I saw recently:

Q. What do you get when you cross a mountain-climber with a mosquito?

A. Nothing: you can't cross a scalar with a vector.​

I had to look up the biological meaning of "vector" before I understood the joke.

Haha I am definitely stealing this for once I've explained vector!
 
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Date.

Biologist: Phoenix dactylifera
Physicist: time stated in terms of the day, month, and year
General public: a romantic rendezvous
 
Does that mean I'm unknowingly a biologist? :biggrin:
 
Ryan_m_b said:
I'm giving a presentation to a group next week made up of mathematicians, physicists and mechanical engineers. My talk is going to be related to my work so it's going to be very biology based. I want to start the talk pointing out that life science and the physical sciences are very different in their cultures and I thought it would be fun to have a slide with terms both use but completely differently. The point of this is to lead on to saying that if at any point I'm using a term that you know but don't see how it fits then feel free to ask.

Examples I have so far are vector, plasma and differentiate, can anyone think of any others?

Membrane: in biology, almost always refers to cell or organelle membrane, whereas in Physics, the use is broader. In String Theory, "membrane" (or "brane") may have another arcane definition.

Kinetics: In biology, may refer to enzyme kinetics or sometimes "time-kill kinetics" in microbiology. In Physics, used as a singular form to refer to something related to motion.

Weight: Almost always used as a surrogate for mass in Biology. In Physics, has a very specific meaning relating to the gravitational force on a mass.

Matrix: Used to denote the surrounding substance that envelops something else which can be a cell or an analyte (e.g. extracellular matrix, or specimen matrix). In maths and physics, matrix has a whole other meaning.

Genus: You know the taxonomic use of the term. It's used differently in topology (which I think also has applications in physics).

Differentiate: In biology, used to speak of the specialisation of cells. Different from the mathematical meaning. Of course, there can be quite a lot of calculus in biology, as well.