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Andreas Haraldsrud; Tor Ole B. Odden – Journal of Chemical Education, 2023
When learning chemistry, students must learn to extract chemical information from mathematical expressions. However, chemistry students' exposure to mathematics often comes primarily from pure mathematics courses, which can lead to knowledge fragmentation and potentially hinder their ability to use mathematics in chemistry. This study examines how…
Descriptors: Chemistry, Mathematics, Computation, Cognitive Processes
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Simon, Sheridan A.; Hurley, Donna – American Journal of Physics, 1981
Describes a technique whereby qualitatively correct models of differentially rotating degenerate stars may be constructed by simple methods available to undergraduate students. (Author/JN)
Descriptors: Astronomy, College Science, Higher Education, Mathematical Formulas
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Kim, Y. S.; And Others – American Journal of Physics, 1979
Using covarient harmonic oscillator formalism as an illustrative example, a method is proposed for illustrating the difference between the Poincare (inhomogeneous Lorentz) and homogeneous Lorentz groups. (BT)
Descriptors: Calculus, College Science, Higher Education, Mathematical Formulas
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Kleban, Peter – American Journal of Physics, 1979
Discussed is the virial theorem, which is useful in classical, quantum, and statistical mechanics. Two types of derivations of this theorem are presented and the relationship between the two is explored. (BT)
Descriptors: College Science, Computation, Higher Education, Mathematical Formulas
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Douglas, J. M.; Kirkwood, Robert L. – Chemical Engineering Education, 1989
Describes the spectrum of process design problems. Suggests a methodology for teaching some concepts used in design, including the types of processes considered and their designs, new tools useful in conceptual design, and a strategy for developing conceptual designs. (YP)
Descriptors: Chemical Engineering, College Science, Course Descriptions, Course Organization
Peer reviewed Peer reviewed
Leubner, C. – American Journal of Physics, 1981
Since many texts use an incorrect argument in obtaining the instantaneous velocity of a rotating body, a correct and concise derivation of this quantity for a rather general case is given. (Author/SK)
Descriptors: College Science, Force, Higher Education, Mathematical Applications
Peer reviewed Peer reviewed
Danesh, Iraj – Journal of Computers in Mathematics and Science Teaching, 1989
Describes the deterministic simulation (a given input always leads to the same output) and probabilistic simulation (new states are subject to predefined laws of chance). Provides examples of the application of the two simulations with mathematical expressions and PASCAL program. Lists seven references. (YP)
Descriptors: College Science, Computer Oriented Programs, Computer Simulation, Computers