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palier

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The answer PALIER has 0 possible clue(s) in existing crosswords.

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Definitions of palier in various dictionaries:

adj - somewhat pale

PALIER - Palierne equation connects the dynamic modulus of emulsions with the dynamic modulus of the two phases, size of the droplets and the interphase surfa...

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Palier might refer to
Palierne equation connects the dynamic modulus of emulsions with the dynamic modulus of the two phases, size of the droplets and the interphase surface tension. The equation can also be used for suspensions of viscoelastic solid particles in viscoelastic fluids. The equation is named after French rheologist Jean-François Palierne who has proposed the equation in 1991.For the dilute emulsions Palierne equation looks like:* * * * * G * * ∗ * * * = * * G * * m * * * ∗ * * * ( * 1 * + * 5 * ϕ * * H * * ∗ * * * ) * * * {\displaystyle G^{}=G_{m}^{}(1+5\phi H^{})} where * * * * * G * * ∗ * * * * * {\displaystyle G^{}} is the dynamic modulus of the emulsion, * * * * * G * * m * * * ∗ * * * * * {\displaystyle G_{m}^{}} is the dynamic modulus of the continuous phase (matrix), * * * * ϕ * * * {\displaystyle \phi } * is the volume fraction of the disperse phase and the * * * * * H * * ∗ * * * * * {\displaystyle H^{}} is given as * * * * * * H * * ∗ * * * = * * * * ( * * G * * d * * * ∗ * * * − * * G * * m * * * ∗ * * * ) * ( * 19 * * G * * d * * * ∗ * * * + * 16 * * G * * m * * * ∗ * * * ) * + * ( * 4 * σ * * / * * R * ) * ( * 5 * * G * * d * * * ∗ * * * + * 2 * * G * * m * * * ∗ * * * ) * * * ( * 2 * * ...

Palier might refer to

Palierne equation connects the dynamic modulus of emulsions with the dynamic modulus of the two phases, size of the droplets and the interphase surface tension. The equation can also be used for suspensions of viscoelastic solid particles in viscoelastic fluids. The equation is named after French rheologist Jean-François Palierne who has proposed the equation in 1991.For the dilute emulsions Palierne equation looks like:*
*
*
*
* G
*
* ∗
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*
* =
*
* G
*
* m
*
*
* ∗
*
*
* (
* 1
* +
* 5
* ϕ
*
* H
*
* ∗
*
*
* )
*
*
* {\displaystyle G^{*}=G_{m}^{*}(1+5\phi H^{*})}
* where
*
*
*
*
* G
*
* ∗
*
*
*
*
* {\displaystyle G^{*}}
* is the dynamic modulus of the emulsion,
*
*
*
*
* G
*
* m
*
*
* ∗
*
*
*
*
* {\displaystyle G_{m}^{*}}
* is the dynamic modulus of the continuous phase (matrix),
*
*
*
* ϕ
*
*
* {\displaystyle \phi }
* is the volume fraction of the disperse phase and the
*
*
*
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* H
*
* ∗
*
*
*
*
* {\displaystyle H^{*}}
* is given as
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* ∗
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