KSIĄŻKI POWIĄZANE ZE SŁOWEM «ABLATITIOUS»
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1
System of Natural Philosophy
difference of these attractions or MT is the ablatitious force. Therefore the
ablatitious force is to the earths gravitation towards the sun, as MT is to MS ; or as
MT to TS nearly, because MS is nearly equal to TS. Now M-T is equal to 2OT, or
to a ...
2
A system of natural philosophy: being a course of lectures ...
Now MT is equal to 2OT, or to a diameter of the lunar orbit, by the construction :
and consequently the ablatitious force in opposition is to the earths gravitation
towards the sun, as a diameter of the lunar orbit to TS a semidiameter of the
earths ...
3
Commentary on Newton's Principia. With a suppl
It has been shown that the apsides are progressive in syzygy in consequence of
the ablatitious force, and that they are regressive in quadrature from the effect of
the ablatitious force, and also, that they are upon the whole progressive. It follows
...
John Martin F. Wright,
1828
4
The American journal of science and arts
Resolving this force into two others, one in the direction EM and the other at right
angles to it, i. e. in the directions EG and GS, the proportion for the former or
ablatitious force will read SE : EG or (since the 3EF triangles EGS and EFM are ...
5
The Ninth and Eleventh Sections of Newton's Principia
Let PT = r, and let % represent the force of T on P; 1 then if or represent the
addititious force, when P is in quadrature, — 2vr will represent the ablatitious
force when P is in syzygy; and therefore the whole attractions of P to T in
quadrature and ...
6
The American Journal of Science
Resolving this force into two others, one in the direction EM and the other at right
angles to it, i. e. in the directions EG and GS, the proportion for the former or
ablatitious force will read SE : EG or (since the 3EF triangles EGS and EFM are ...
Wilmot Hyde Bradley, Byron Nelson Cooper, John Rodgers,
1844
7
Problems in the different branches of Philosophy, adapted to ...
Prove that the ablatitious force is equal to three times the addititious force
multiplied by the sine of the angular distance of P from quadratures. 27'.
Investigate an expression for that part of the ablatitious force which diminishes
the moon's ...
8
The First Three Sections of Newton's Principia, with an ...
The apsidal line then progredes when in syzygy, and regredes in quadrature; but
the progression exceeds the regression; for the former is due to the difference of
the ablatitious forces at apogee and perigee, when the apsidal line is in syzygy, ...
Sir Isaac Newton, John E. EVANS,
1855
9
American Journal of Science: The First Scientific Journal in ...
Resolving this force into two others, one in the direction EM and the other at right
angles to it, i. e. in the directions EG and GS, the proportion for the former or
ablatitious force will read SE : EG or (since the 3EF triangles EGS and EFM are ...
10
Problems in the different branches of philosophy: adapted to ...
Prove that the ablatitious force is equal to three times the addititious force
multiplied by the sine of the angular distance of P from quadratures. 27.
Investigate an expression for that part of the ablatitious force which diminishes
the moon's ...