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Prediction of Solvent Penetration Rate-Limited Release of Drug from Amorphous Solid Dispersion Discs of Various Geometries. [PDF]
Mol PharmMen S, Chiang Yu Y, Polli JE.
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2021
This chapter illuminates popular responses to the violent dissolution of the Third Reich in the spring of 1945. It asks whether the stubborn popular faith in “führer and victory” endured as Germans took their final stand. The chapter seeks to answer the following questions: How did they confront the specter of defeat that had loomed in the far-off ...
Herbert Spencer, Michael Taylor
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This chapter illuminates popular responses to the violent dissolution of the Third Reich in the spring of 1945. It asks whether the stubborn popular faith in “führer and victory” endured as Germans took their final stand. The chapter seeks to answer the following questions: How did they confront the specter of defeat that had loomed in the far-off ...
Herbert Spencer, Michael Taylor
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Journal of the ACM, 1993
Summary: Path dissolution, a rule of inference that operates on formulas in negation normal form and that employs a representation called semantic graphs is introduced. Path dissolution has several advantages in comparison with many other inference technologies.
Murray, Neil V., Rosenthal, Erik
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Summary: Path dissolution, a rule of inference that operates on formulas in negation normal form and that employs a representation called semantic graphs is introduced. Path dissolution has several advantages in comparison with many other inference technologies.
Murray, Neil V., Rosenthal, Erik
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Dissolution Profiles in Column Dissolution
Journal of Pharmaceutical Sciences, 1986A self-consistent model for open-ended column dissolution is presented. It is shown that when the concentration of the efflux stream from the column is plotted versus time, then the profile is fairly level at first and then drops rapidly, in the form of an inverse sigmoid profile.
J T, Carstensen, Y, Yonezawa
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Dissolution Rate Equations in CoIumn-Confined Dissolution
Journal of Pharmaceutical Sciences, 1976Equations are derived for the dissolution of a soluble solid in a column into a liquid stream. The equations are substantiated by experiments using oxalic acid dihydrate as a test substance. The dissolution rate constant, k, of oxalic acid dihydrate depends on linear velocity, v (centimeters per second), by the following equation: k = (2.54 +/- 0.76) X
J T, Carstensen, K, Dhupar
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