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rheology and ratio
In rheology it may be defined as the ratio of strain to stress, and so take the units of reciprocal stress, e. g. 1 / Pa.
Fiber simulation is a branch of mechanics that deals with modeling the dynamics and rheology of particles of large aspect ratio, or fibers with the goal of predicting the properties of fiber suspensions and networks based on first principles.

rheology and is
rheology ) is the Greek word for " to stream, and to the etymology of Rhea according to Plato's Cratylus.
( In rheology, this is called the relaxation time.
However, modern rheology typically deals with non-Newtonian fluid dynamics, so it is often considered a sub-field of continuum mechanics.
The experimental characterization of a material's rheological behaviour is known as rheometry, although the term rheology is frequently used synonymously with rheometry, particularly by experimentalists.
In practice, rheology is principally concerned with extending continuum mechanics to characterize flow of materials, that exhibits a combination of elastic, viscous and plastic behaviour by properly combining elasticity and ( Newtonian ) fluid mechanics.
Much of theoretical rheology is concerned with associating external forces and torques with internal stresses and internal strain gradients and velocities.
One of the major tasks of rheology is to empirically establish the relationships between deformations and stresses, respectively their derivatives by adequate measurements, although a number of theoretical developments ( such as assuring frame invariants ) are also required before using the empirical data.
The characterization of flow or deformation originating from a simple shear stress field is called shear rheometry ( or shear rheology ).
The study of extensional flows is called extensional rheology.
Food rheology is important in the manufacture and processing of food products, e. g. cheese.
Food rheology is the study of the rheological properties of food, that is, the consistency and flow of food under tightly specified conditions.
Food rheology is important in quality control during food manufacture and processing.
However, since rheology is concerned with fluids which do not have a fixed viscosity, but one which can vary with flow and time, calculation of the Reynolds number can be complicated.
Because it is thought to be the most abundant mineral in Earth ’ s mantle at shallower depths, the properties of olivine have a dominant influence upon the rheology of that part of Earth and hence upon the solid flow that drives plate tectonics.
The Deborah number is a dimensionless number, often used in rheology to characterize the fluidity of materials under specific flow conditions.
Strain is both accumulative and instantaneous depending on the rheology of the rock ; the ductile lower crust and mantle accumulates deformation gradually via shearing, whereas the brittle upper crust reacts by fracture-instantaneous stress release-to cause motion along the fault.
The Deborah number, a dimensionless number used in rheology, is named after her.
Xanthan gum is a polysaccharide, derived from the bacterial coat of Xanthomonas campestris, used as a food additive and rheology modifier, commonly used as a food thickening agent ( in salad dressings, for example ) and a stabilizer ( in cosmetic products, for example, to prevent ingredients from separating ).
The distinction between crust and mantle is based on chemistry, rock types, rheology and seismic characteristics.
Spinnbarkeit ( English: spinnability ), also known as fibrosity, is a biomedical rheology term which refers to the stringy or stretchy property found to varying degrees in mucus, saliva, albumen and similar viscoelastic fluids.
It differs from other whey protein concentrate mainly by virtue of the principles of food rheology ; it is produced by a mechanical, rather than a chemical process.

rheology and extensional
* Ultrasound attenuation can be used for extensional rheology measurement.

rheology and viscosity
The surface rheology of surfactant layers, including the elasticity and viscosity of the surfactant layers plays a very important role in foam or emulsion stability.

rheology and shear
Surface rheology can be characterized by the oscillating drop method or shear surface rheometers such as double-cone, double-ring or magnetic rod shear surface rheometer.

rheology and .
Researchers in the field seek to apply the results of many sciences, including cryobiology, cryogenics, rheology, emergency medicine, etc.
:* Some practitioners consider rheology a sub-field of materials science, because it can cover any material that flows.
The term rheology was coined by Eugene C. Bingham, a professor at Lafayette College, in 1920, from a suggestion by a colleague, Markus Reiner.
Theoretical aspects of rheology are the relation of the flow / deformation behaviour of material and its internal structure ( e. g., the orientation and elongation of polymer molecules ), and the flow / deformation behaviour of materials that cannot be described by classical fluid mechanics or elasticity.
Granular rheology refers to the continuum mechanical description of granular materials.
The science of rheology and the characterization of viscoelastic properties in the production and use of polymeric materials has been critical for the production of many products for use in both the industrial and military sectors.
In rheology, an acoustic rheometer relies on the principle of ultrasound.
Structure and rheology of aqueous gels.

Trouton's and ratio
The Trouton – Noble experiment was an attempt to detect motion of the Earth through the luminiferous aether, and was conducted in 1901 – 1903 by Frederick Thomas Trouton ( who also developed the Trouton's ratio ) and H. R. Noble.
In physics, Trouton's ratio states that latent heat is connected to boiling point roughly by:
For a Newtonian fluid Trouton's ratio is 3.

ratio and is
Determine the ratio that the amount being allotted is to the sum of the products for all the States.
An example of the overall standards applied is the 20-to-1 ratio established for the determination of that degree of cochannel interference which is regarded as objectionable.
A cylinder's compression ratio is computed by comparing the cylinder's volume, or its displacement, with the total volume of the cylinder and its combustion chamber.
The compression ratio is 10 to 1.
To determine car speed for a given combination of engine speed, gear ratio, and tire size, the formula is: Af.
To determine the rear axle gear ratio for a combination of the other three factors, the formula is: Af.
The ratio of the measured antenna temperature change during a drift scan across the moon to the average brightness temperature of the moon over the antenna beam ( assuming that the brightness temperature of the sky is negligible ) was found, by graphical integration of the antenna directivity diagram, to be 0.85.
A well-publicized entrant which has achieved success only recently is the built liquid detergent, with which the major problem today is incorporation of builder and active into a small volume using a sufficiently high builder/active ratio.
It will be seen that where the scope is similar, the Athabascan ratios come out somewhat higher ( as indeed they ought to with a total ratio of 2.8 as against 3.5 or 4: 5 ) except for verbs, where alone the Athabascan ratio is lower.
They might, for example, plot it exactly as is, or they might make ten day moving averages of it, or longer moving averages, or they might simply plot the ratio of odd-lot purchases to odd-lot sales.
The ratio is thoroughly remarkable, because the lines are so long -- half again as long as those of Beowulf.
The gallium / germanium ratio is higher than that for ordinary igneous, metamorphic, or sedimentary matter as a result of selective volatilization of the components of the tektite.
Graph in Fig. 1, p. 392, indicates how the ratio of compressive strength to density varies as the latter is increased or decreased.
For circular fibers in a closely packed hexagonal array, the packing efficiency is given by: Af where Af, and 0.906 is the ratio of the area of a circle to that of the circumscribed hexagon.
It is defined as the ratio of reflected radiation from the surface to incident radiation upon it.
significance of the experiment is determined by a ratio of two
This ratio is independent of several possible alterations
Using the F-distribution is a natural candidate because the test statistic is the ratio of two scaled sums of squares each of which follows a scaled chi-squared distribution.

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