The Newtonian theory he refuses to accept.
"History of the Warfare of Science with Theology in Christendom" by Andrew Dickson White
EINSTEIN upset the Newtonian rule; EPSTEIN demolished the Pheidian School.
"Punch, or the London Charivari, Volume 158, April 21, 1920" by Various
We are living, not in a Newtonian, but at the beginning of a perhaps still greater Thomsonian era.
"Scientific American Supplement, No. 717, September 28, 1889" by Various
Here then the Newtonian vacuum is no longer a void.
"Outlines of a Mechanical Theory of Storms" by T. Bassnett
But the evil doesn't come from the fact that it plays horse with the Newtonian theory of the constitution.
"A Preface to Politics" by Walter Lippmann
The paper was declined with thanks by that bigoted body 'as opposed to Newtonian astronomy.
"Myths and Marvels of Astronomy" by Richard A. Proctor
By it the last lingering doubts as to the absolute exactness of the Newtonian Law were dissipated.
"A Popular History of Astronomy During the Nineteenth Century" by Agnes M. (Agnes Mary) Clerke
Newtonian system, satirical pamphlet on, 490.
"Notes and Queries, Index of Volume 5, January-June, 1852" by Various
Dr. Henry Moyes professed the Newtonian philosophy, which he taught with considerable success as an itinerant lecturer.
"The Scrap Book, Volume 1, No. 5" by Various
Somehow, somewhere, in the maze of the Newtonian science there had to be an answer.
"Deepfreeze" by Robert Donald Locke
The twenty-foot Newtonian telescope is a marvel; and there sits Caroline, as of old, writing down calculations and observations.
"Her Season in Bath" by Emma Marshall
Ye searching, ye Newtonian angels!
"Young's Night Thoughts" by Edward Young
It was of what is still called "Newtonian" design, and had a speculum 2 in.
"Encyclopaedia Britannica, 11th Edition, Volume 2, Slice 7" by Various
A visit to England led him to write Newtonianism for the Ladies.
"A Biographical Dictionary of Freethinkers of All Ages and Nations" by Joseph Mazzini Wheeler
This "disguised Newtonian treatise" was used at Yale till 1744.
"The gradual acceptance of the Copernican theory of the universe" by Dorothy Stimson
The apple had passed my ear swiftly and at an angle quite un-Newtonian.
"The Siege of the Seven Suitors" by Meredith Nicholson
We see no man of Shakspearian, Newtonian incapability of deceiving himself or others.
"Life Without and Life Within" by Margaret Fuller
We have said that practically all the motions in the solar system have been accounted for by the Newtonian law of gravitation.
"Astronomy" by David Todd
Her chief amusement during her leisure hours was sweeping the heavens with a small Newtonian telescope.
"Encyclopaedia Britannica, 11th Edition, Volume 13, Slice 4" by Various
It may be applied to the open end of a reflecting telescope, either of the Newtonian or the Cassegrain construction.
"Encyclopaedia Britannica, 11th Edition, Volume 13, Slice 2" by Various
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Falling Ball Viscometer for Newtonian Fluid Measurement.
Newtonian vs Non- newtonian Liquids.
It's Too Late for Newtonian Physics.
Cambridge's new multi-shear viscometer is available for Newtonian and non-Newtonian fluids, ranging from concentrated suspensions to any type of coating application.
Brookfield Engineering celebrates its 75th anniversary with the introduction of the Falling Ball Viscometer, an instrument to assess the dynamic viscosity of transparent Newtonian fluids .
Their behavior, when experiencing shear stresses, is "non-Newtonian," meaning that their viscosity is not constant as the shear stress varies.
It's Too Late for Newtonian Physics .
Students Invent a Pothole Repair Patch Made from a Non-Newtonian Fluid.
We all know that Apple was founded when Steve Jobs took a technicolor trip through a forest and was bonked on the head with a Newtonian Apple logo of inspiration, before going on to literally give birth to a bulky Macintosh computer.
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The question of general covariance in quantum gravity is considered in the ﬁrst post-Newtonian approximation.
General Covariance in Quantum Gravity
This is actually the question of general covariance in quantum gravity.2 The aim of the present paper is to investigate this problem at the ﬁrst post-Newtonian approximation.
General Covariance in Quantum Gravity
In the ﬁrst post-Newtonian approximation, the only diagram we need to consider is the one-loop diagram pictured in Fig. 1.
General Covariance in Quantum Gravity
The one-loop diagram contributing to the ﬁrst post-Newtonian correction.
General Covariance in Quantum Gravity
We also extend our results to meet Post-Newtonian (PN) calculations in Sec. V D.
Modeling gravitational radiation from coalescing binary black holes
We evolve black holes from the Post-Newtonian determined parameters for the ISCO.
Modeling gravitational radiation from coalescing binary black holes
Comparing the post-Newtonian sequences with our QC sequence it is notable that the PN results uniformly approach the QC sequence with increasing PN order.
Modeling gravitational radiation from coalescing binary black holes
QC-0 to QC4, hence our predictions for the plunge waveforms are compatible with the third Post-Newtonian order orbital parameters for the ISCO as well.
Modeling gravitational radiation from coalescing binary black holes
This work is concerned with the ﬁniteness problem for static, spherically symmetric perfect ﬂuids in both Newtonian Gravity and General Relativity.
(In)finiteness of Spherically Symmetric Static Perfect Fluids
In the Newtonian case, for the large class of monotonic equations of state, and in General Relativity we improve earlier results.
(In)finiteness of Spherically Symmetric Static Perfect Fluids
In Newtonian theory spherical symmetry is no restriction; static stellar models are necessarily spherically symmetric (see for an overview).
(In)finiteness of Spherically Symmetric Static Perfect Fluids
To show that consider the polytropic equation of state for n = 5 in Newtonian theory as an example.
(In)finiteness of Spherically Symmetric Static Perfect Fluids
To conclude the ﬁrst two parts of the paper, in section VIII we discuss applications of the criteria we have derived both for the Newtonian and the relativistic case.
(In)finiteness of Spherically Symmetric Static Perfect Fluids
Newtonian static perfect ﬂuids are regular solutions to the Euler-Poisson equations (on (R3 , δij ) ), given a barotropic equation of state ρ(p) relating the pressure and the density.
(In)finiteness of Spherically Symmetric Static Perfect Fluids
Here, u denotes the Newtonian potential, ∂i = ∂ ∂xi and ∆ = ∂ i∂i .
(In)finiteness of Spherically Symmetric Static Perfect Fluids
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