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And the RHP 2009 Profile Envelope, Please...

And the RHP 2009 Profile Envelope, Please...

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And the RHP 2009 Profile Envelope, Please...



My vote for most thought provoking goes to Cimon's, "Black hearts? Red spades?"



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My vote for least thought provoking goes to Grampy's any post - pick one.

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Yo, guys, Ima very happy for ya and Imma let you finish, but the
best forum mano a mano ever is Xanthos vs. anybody. Best, I tells ya.

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Originally posted by Seitse
Yo, guys, Ima very happy for ya and Imma let you finish, but the
best forum mano a mano ever is Xanthos vs. anybody. Best, I tells ya.
but where is he today?

'mano a mano' - is that what you think this is? lol.

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The post that was quoted here has been removed
So you got the rectal thermometer for Xmas present too, uh?

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I like the sound of 'profile envelope'. It lends itself to so many vague but persuasive applications.
'That exceeds my profile envelope.' 'Stretching the profile envelope.' 'Profile envelope elasticities'.

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Computer says No!

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Originally posted by huckleberryhound
Computer says No!
But he's just got some money from his uncle and he wants to open his first bank account!

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Originally posted by huckleberryhound
Computer says No!
Pop it in the profile envelope and see how it works out.

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Originally posted by Bosse de Nage
Pop it in the profile envelope and see how it works out.
Computer says NO!

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The post that was quoted here has been removed
Please plot the vector elasticities of this quarter's profile envelope, please.

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The post that was quoted here has been removed
But dealing with a viscoelastic boundary element method for analysing a polymer quasifracture, usually called a craze in polymers, isn't a little more sweat inducing? 😉

To put it in lay-mens' terms:-

A time-dependent boundary stiffness is considered on the quasifracture envelope surface. The viscoelastic property of the glassy polymer is represented by a generalised Kelvin model with multiple retardation times. According to the linear viscoelastic correspondence principle, the associated elasticity solution can be solved by applying the general integral boundary element method. Then the viscoelastic solution in the time domain can be obtained by applying a collocation Laplace inversion transformation. Using these methods, the quasifracture problem composed of an isolated craze opening with time-dependent stiffness traction in a stressed rectangular plate can be analysed.

Need a dictionary? 😳.... 🙂