The new "Newtonian" physical science
Philosophical influences on the direction of research
Newtonian style of mathematical physics
empiricism: emphasis on experimentation and measurement
German Naturphilosophie:
"all is force", more important than matter
unity of force underlying different phenomena
physical action through polarities and tensions
positivism: caution with mechanical models and hypotheses
Replacement of subtle matter theory
experimental contradictions:
Count Rumford's experiments with cannon boring (1798)
Herschel on heating-rays in solar spectrum (1800)
Young's interference-pattern evidence for wave theory of light (1801)
mathematical treatments of heat:
action without particles
mathematics for heat flow as distribution (1820s)
Fourier, Carnot, and Thomson modeling heat and work (1820s-40s)
successful equations for other subtle phenomena, such as electricity (1820s)
synthesis of mechanical action and heat:
Joule's experiments on mechanical equivalent of heat (1847)
Helmholtz, Thomson (Lord Kelvin), and Clausius on "energy", conservation, thermodynamics (1840s-)
Maxwell's kinetic model of gas particle action (1859)
The search for unification
mathematical treatments of force, distribution, transformation
interconversions: chemical, electrical, magnetic, mechanical, thermal, optical
conservation of force: transformation and convertibility
new theoretical unity with energetics and "conservation of energy"
Satisfactions of the Newtonian ideal for laws of matter
Chemistry as an atomistic, mechanistic science
unity of theory and observation with elemental atoms
laboratory successes with analysis and synthesis (1820s- )
geometrical-structure theories of compounds (1840s- )
support for atoms from physics: gas kinetics (1860)
Expanding breadth and depth of "classical" physics
extension of mathematical models, through reductionism and analogies
extension of empiricism, through precision and experimental control
the success of mathematical physics in connecting and predicting phenomena
Faraday's field lines as a model for force (1831)
Maxwell's fluid analogs for field lines: workable models (1855-65)
Thermodynamics and an applied science of work (1850s-60s)
Maxwell's synthetic method of statistical dynamics (1860)
Maxwell's electromagnetic theory for light (1873)
wide empirical success and mathematical unity
practical applications of equations to phenomena and technology
The model for modern science
the intellectual appeal of mechanism, reductionism, and unification
the values of precision, work, efficiency, and control
professional societies, academies, and university faculties
promotion of the moral and practical value of science for society
satisfaction and optimism for the future of scientific knowledge
the growth of electrical applications and industry
the values of precision, work, efficiency, and control
© 2018 Dr. William Kimler