What Will a Graph of Thickness vs. Beta Particle Rate Look Like?

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The discussion focuses on designing an experiment to investigate the relationship between the thickness of aluminum and the rate of beta particles passing through it. The user anticipates a negative linear gradient for the graph of thickness versus rate, questioning whether plotting logarithmic values would yield a more effective calibration graph. Concerns are raised about the choice of radioactive material, specifically the need for a long half-life to ensure consistent beta particle rates over time. The user considers Iodine-113 but worries about its short half-life affecting accuracy. The conversation also touches on the importance of understanding stopping power in relation to beta particle interactions.
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URGENT HELP Question About Radioactivity

Im doing some Coursework in for... tomorow :S I know my own fault! but I've only just come across the Problem and I've been doing it for the last few Days.
Im designing an experiment Investigating the effect of Thickness of Aluminium against the Rate of Beta Particles passing through, so that people can find how thick it is based on the rate. I've desiged most of it, just a few queries but quite important ones!

-Im wondering what a graph of Thickness/Rate would actually look like... Exponential or Linear? I think it would be a negative linear gradient decreasing rate against increasing thickness.

-Should I be plotting a lg Thickness/lg Rate? and what effect on the graph does plotting logs do? why do you do it? I've come across Gravity/Distance from Centre which is Exp. Graph but log one was linear which may give me a better graph for calibrating the thickness against rate as i need a calibration graph so people can measure thickness with the rate.

-Finally, I know that Radioactivity decays with time... i do know something! heh. Should i be using a radioactive material with a long half life so the Rate of Beta Particles will not differ over time, OR does the rate stay the same?
Ive found Iodine 113 which i consider a perticularly safe material because its used in hospitals ect. and only 8day half life. but i figure activity will be changing every day so it needs to be callibrated almost every day to get accurate readings! not good! so i figured i need a fairly long half life (100's Years) so that the rate chages a little.

Sorry About My Bad Communicationaly Skills! :frown: Hope You can Help me! Ask be if Nothing makes Sense!
 
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Bethes formula : stopping power, familiar? [there are tow of them, one for heavy charged, and one for electrons]

Also with increasing life time, you will not get so many Beta particles / time.. otherwise you need a big samle. Say that you want 1000 decays / second, then you can calculate how much you need of every element if you know the elements half life.
 
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Bethes formula? Mass Stopping Power... haven't come across this, what is it?
 

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