Salusbury, Thomas, Mathematical collections and translations (Tome I), 1667

Table of figures

< >
[Figure 151]
[Figure 152]
[Figure 153]
[Figure 154]
[Figure 155]
[Figure 156]
[Figure 157]
[Figure 158]
[Figure 159]
[Figure 160]
[Figure 161]
[Figure 162]
[Figure 163]
[Figure 164]
[Figure 165]
[Figure 166]
[Figure 167]
[Figure 168]
[Figure 169]
[Figure 170]
[Figure 171]
[Figure 172]
[Figure 173]
[Figure 174]
[Figure 175]
[Figure 176]
[Figure 177]
[Figure 178]
[Figure 179]
[Figure 180]
< >
page |< < of 701 > >|
1Equable, though unequal to one another, made the one along the
Horizontal Line, and the other along the Perpendicular, for I very
well comprehend that there is made a Motion of theſe two poten­
tia equal to both the Compounding Motions, but my confuſion
ariſeth upon the mixing of the Equable-Horizontal and Perpendi­
cular-Naturally-Accelerate Motion.
Therefore I could wiſh we
might toge ther a little better conſider this buſineſs.
SIMP. And I ſtand the more in need thereof in that I am not
yet ſo well ſatisfied in Mind as I ſhould be, in the Propoſitions that
are the firſt foundations of the others that follow upon them.
I
will add, that alſo in the Mixtion of the two Motions Equable
Horizontal, and Perpendicular, I would better underſtand that
Potentia of their Compound. Now, Salviatus, you ſee what we
want and deſire.
SALV. Your deſire is very reaſonable: and I will eſſay whe­
ther my having had a longer time to think thereon may facilitate
your ſatisfaction.
But you muſt bear with and excuſe me if in diſ­
courſing I ſhall repeat a great part of the things hitherto delivered
by our Author.
It is not poſſible for us to ſpeak poſitively touching Motions and
their Velocities or Impetus's, be they Equable, or be they Naturally
Accelerate, unleſs we firſt agree upon the Meaſure that we are to
uſe in the commenſuration of thoſe Velocities, as alſo of the Time.
As to the Meaſure of the Time, we have already that which is
commonly received by all of Hours, Prime-Minutes, and Se­
conds, &c. and as for the meaſuring of Time we have that com­
mon Meaſure received by all, ſo it is requiſite to aſſign another
Meaſure for the Velocities that is commonly underſtood and re­
ceived by every one; that is, which every where is the ſame.
The
Author, as hath been declared, adjudged the Velocity of Naturally
deſcending Grave-Bodies to be fit for this purpoſe; the encreaſing
Velocities of which are the ſame in all parts of the World.
So that
that ſame degree of Velocity which (for example) a Ball of Lead of
a pound acquireth in having, departing from Reſt, deſcended Per­
pendicularly as much as the height of a Pike, is alwaies, and in all
places the ſame, and therefore moſt commodious for explicating
the quantity of the Impetus that is derived from the Natural De­
ſcent.
Now it remains to find a way to determine likewiſe the
Quantity of the Impetus in an Equable Motion in ſuch a manner,
that all thoſe which diſcourſe about it may form the ſame conceit
of its greatneſs and Velocity; ſo that one may not imagine it more
ſwift, and another leſs; whereupon afterwards in conjoyning and
mingling this Equable Motion imagined by them with the eſtabli­
ſhed Accelerate Motion ſeveral men may form ſeveral Conceits of
ſeveral greatneſſes of Impetus's. To determine and repreſent this

Text layer

  • Dictionary
  • Places

Text normalization

  • Original
  • Regularized
  • Normalized

Search


  • Exact
  • All forms
  • Fulltext index
  • Morphological index