Rouse Ince

Sihcone products dominate the pressure-sensitive adhesive release paper market, but other materials such as Quilon (E.I. du Pont de Nemours Co., Inc.), a Werner-type chromium complex, stearato chromic chloride [12768-56-8] are also used. Various base papers are used, including polyethylene-coated kraft as well as polymer substrates such as polyethylene or polyester film. Sihcone coatings that cross-link to form a film and also bond to the cellulose are used in various forms, such as solvent and solventless dispersions and emulsions. Technical requirements for the coated papers include good release, no contamination of the adhesive being protected, no blocking in roUs, good solvent holdout with respect to adhesives appHed from solvent, and good thermal and dimensional stabiUty (see Silicon COMPOUNDS, silicones). 

R. D. Daley, Ayerst Laboratories, Rouses Point, New York E. Debesis, Hoffmann-LaRoche, Inc., Nutley, New Jersey... 

Because of the increased use of synthetic materials in making new tires after World War n, the reclaim industry has dramatically decreased in size. During World War n, about 60 percent of the rubber in tires was reclaimed rubber. Each of the major tire manufacturers has discontinued operating reclaim plants in the last 8 to 10 years, until now only about one to 2 percent of the raw material for tires is reclaim. There are currently only two companies that produce reclaim rubber, i.e., partially-devulcanized rubber, from whole tires for use in tires and other rubber products. These companies are Midwest Rubber Reclaiming Co. in East St. Louis, Illinois and Rouse Rubber, Inc., in Vicksburg, Mississippi (22). 

R.H. Rouse, Fat Quality—The Confusing World of Feed Fats, Rouse Marketing, Inc., Cincinnati, Ohio, 1994. 

Rouse H, luce S (1957) History of Hydauhcs. Iowa Institute of Hydrauhc Research, State Univerity of Iowa. Lithoprinted by Edwards Brothers Inc, Ann Arbor, Michigan, USA. Library of Congress Catalog Card Number 57-13474... 

H. Rouse and S. Ince, History of Hydraulics, Iowa Institute of Hydraulic Research, Iowa City,... 

Current address Ayerst Laboratories, Inc., Pharmaceutical Research and Development, Rouses Point, NY 12979. 

Franco M. Pasutto, Faculty of Pharmacy and Pharmaceutical Sciences, University of Alberta, Edmonton, Alberta T6G 2N8, Canada Thomas W. Rosanske, Marion Merrell Dow, Inc., Kansas City, Kansas 64134 Charles M. Shearer, Wyeth-Ayerst Research, Rouses Point, New York 12979 Delores J. Sprankle, Lilly Research Laboratories, Eli Lilly and Company, Indianapolis, Indiana 46285... 

Rouse, H., Ince, S. (1957). History of hydraulics. Iowa Institute of Hydraulic Research Iowa. Rouse, H. (1959). Advanced mechanics offluids. Wiley New York. 

Buede DM (1999) Eunctional analysis. In Sage AP, Rouse WB (eds) Handbook of systems engineering and management. Wiley Inc, New York... 

R S Plastometer. A device for the assessment of the rheological properties of a clay slip in terms of the time taken for a given volume of the slip to flow through a tube of known diameter it was designed by Rouse and Shearer Inc., a firm of ceramic consultants in Trenton, N.J., USA. (J. Amer. Ceram. Soc., 15, 622,1932.)... 

W. W. Rouse Ball and H. S. M. Coxeter, Mathematical Recreations and Essays, 13th ed., Dover Publications, Inc., New York, 1987. 

Figure 7.20 Relaxation time spectra H(ln t) for poly-n-dodecyl methacrylate (PDM), poly-n-octyl methacrylate (POM), poly-n-hexyl methacrylate (PHM), poly-n-butyl methacrylate (PBM), polyethyl methacrylate (PEM). Dashed lines are a slope of—j predicted by the Rouse theory. (Adapted from Ferry, j.D. (1980) Viscoelastic Properties of Polymers, 3rd edn, John Wiley Sons, New York, Ch. 11. Copyright (I960) John Wiley Sons, Inc.)...

Rouse and Ince (page 104, 1963) attribute this form of the continuity equation to Euler and they identify the year as 1755. The derivation given here rests upon the kinematical theorem... 

Shortly before Stokes was putting the finishing touches on the Navier-Stokes equations, experiments were done that would prove to be exceptionally valuable both from the point of view of providing an experimental verification of the Navier-Stokes equations and from a purely empirical point of view. In 1839, Hagen described a series of experiments on laminar flow in capillary tubes, and in 1841, Poiseuille published his own independent studies of this problem. Poiseuille s more accurate results could be expressed as (Rouse and Ince, page 160, 1957)... 

Here, Q represents the volumetric flow rate, D the tube diameter, and L the tube length. Rouse and Ince (1957) suggest that Stokes was not aware of the data of Hagen and Poiseuille and it remained for Franz Neumann and Eduard Hagenback to independently derive Eq. 1-70 from the Navier-Stokes equations in the years 1858-1860. 

In the second half of the 19th century there were numerous experimental studies and many of these are described by Rouse and Ince (Chap XI, 1957). From a theoretical point of view, the great achievement of this period was the work of Maxwell (1867) who provided a kinetic theory version of the Navier-Stokes equations. Much of what was known about the theory of fluid motion in 1879 was compiled in Lamb s Treatise on the Mathematical Theory of the Motion of Fluids, and a decade latter a similar treatise entitled Hydrodynamics was produced by Basset (1888). Both of these works are largely devoted to the motion of perfect fluids, but toward the end of each volume one can find discussions of what was known about the flow of viscous fluids at tlie time. 

The first term in this result represents the rate of accumulation of mass within the control volume while the second term represents the net rate at which mass leaves the control volume. Rouse and Ince (1957) have commented... 

Whether this completely general form of the linear momentum balance was available to the hydraulicians of the nineteenth century remains a question. However, it is certain that the fixed control volume, steady flow form of Eq. 2-5 was in use. As an example we note that Rouse and Ince (page 168, 1957) cite the work of Bresse who correctly anal3rzed the hydraulic Jump and the equation for gradually varied flow in an open channel. 

Rouse. H. and Ince, S. 1957. History of Hydraulics. lowas Institute of Hydraulic Research. Ames. Iowa. Currently available from Dover Publications. Inc., New York. 

Rouse, W.B., Systems engineering models of human-machine interaction. North Holland Inc., New York, 1980. 

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