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-   -   Finding th diagonal of a unit cell (https://www.askmehelpdesk.com/showthread.php?t=310290)

  • Jan 29, 2009, 11:14 AM
    Gernald
    finding th diagonal of a unit cell
    I have Cs (169pm) and Cl (167pm) how do I calculate the diagonal of the unit cell for CsCl?

    I'm so lost the only thing I can think to do is have d=2(169)+2(167) so d would equal 672.
    Is this right or am I having wishful thinking?
  • Jan 29, 2009, 06:55 PM
    sarnian
    Gernald

    This seems a chemical question.
    I'm lost here too : what do you mean precisely with unit cell? Please specify.
    Also "169pm" : part per million?
    Also "the diagonal of the unit cell for CsCl"?
  • Jan 29, 2009, 07:10 PM
    Gernald

    Yea it's a chemical question
    Pm-picometer
    Unit cell: A unit cell is the smallest unit of a crystal, which, if repeated, could generate the whole crystal.
    The unit cell looks like a square and the diagonal passes through it.
  • Jan 30, 2009, 06:13 AM
    Capuchin

    I'm a little confused here, what exactly do the numbers refer to? Some kind of bond length?

    The actual maths you need to do should be simple pythagoras.
  • Jan 30, 2009, 03:34 PM
    sarnian
    Gernald

    Thanks for the data.
    Sorry, but this is not my strongest subject, so I can only post thoughts...
    Re. the problem of size of the unit cells : you mentioned square, but this is about a cell. So should we not refer to a cube?
    Besides that : in the case of Cs and Cl we deal with atoms, but with CsCl with a molecule, whereby the structure is important for size.

    Have a look at this website on the CsCl structure !
    I hope this gives you some idea how to solve the problem.
  • Jan 31, 2009, 07:48 PM
    Gernald
    Quote:

    Originally Posted by Capuchin View Post
    I'm a little confused here, what exactly do the numbers refer to? some kind of bond length?
    The actual maths you need to do should be simple pythagoras.

    Oh sorry, the numbers are the radius of the molecules. And I think you're right pythagoras should do it. And Sarnain yes it is a cube, again I was writing fast and wrote the counterpart of the cube.

    Thanks Capuchin for all the help (with everything), I'd rate you, but the site won't let me.

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