# Leibniz Legible — https://leibnizlegible.com
# Page: https://leibnizlegible.com/page/806933011:0733
# Permalink to this reading: https://leibnizlegible.com/page/806933011:0733?run=74
# Title: Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences (shelfmarks Leibn. Marg. 71; ZEN Leibn. Marg. 71)
# Folio - , page id 806933011:0733
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=806933011&page=733
# Source image: https://digitale-sammlungen.gwlb.de/content/806933011/jpgs/default/00000733.jpg
# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 150 lines, status machine
# Lines: 150 recognised, mean confidence 0.88
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
# Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text.
# Wording rule: say "the machine reads it as …", never "Leibniz wrote".
# After the first blank line: the recognised lines in reading order, one per line.

susticienes limple and unori, as bestis comipoun-
ded oniy ot a proicctile Mocion Formard in a righe
Line, Wotrich is a l’ansene to che Orbit, and a OF2
che Ouadratures 10 che SyErBDO, concituallis en
creatiris.
And he prores, chac all ehiese Trregularities, votie.
cher in anr excentrick or concentrick Orbit, wilt
alivays be somethins greacer irtien ehie Sacellites is
in conjunction ichehe sun, chan wrhen tie i5 in Op.
position tohim.
Ater chis, he proceeds FO MeW, WhAE ETTOES OE
Trregularities in chemorion et these secondary Pla-
nets will be produced by che Sun, suppolins the
Primary Planet to more in an excentrick Orbie
round che Sun. OE which, Sect. IV. or rhe laid
B9oIEIV
SECKETION, is che separation oF one Fluid
trom anocher in the Bods oF an Animal or Vegeta-
ble, by chemeans oE Clands ox somertins aralo
sous co them.
Dr. Elavers in his Osteologia, explains Clandular
Secretion, by obserrins, sirst, Thar all Motion in
ies proper Tendener is direct, (Wrhich is exactty
righE) and chac the Clands Wrhich are seaced on che
sides oF the Arceries alI over the BodY, are (0 pla
ced, as ro Farour rhe morion ot any Parricles FhaE
srike asainst ehem in a righe Line, more chan che
Veins; and harins Pores adapred co the Fioure ot
the Particles wrtrich cher separare, the Parricles en-
dearoux incheir morion co ser inco chole Clandules:
and beins chere receired, are separared and distin-
enisted trom che rest oF ehe mals oF BIOOd, and
(0 anume theform oE char Liquor erhich ve find
separared by every Cland. And thac the Clands
are (0 sicuared as ro tavour che morion ot a Parricle
in a rishr Line more chan che Veins, he laich, 15
apparene trom Obserrarion ol che graduat con-
ruction oF che Arterial Channel.
SECTA ad Curiam, is a Wrir chac lies asainst
tuim who retuses ro pertorm suir cictex rorhe county
Or Court- Baron.
SEOTA facienda per illam quae habet aniciam
partem, is a Wric ro compel che Feir thac hach ehre
che Flders parr oF che CO heirs r0 pertorm serrice
For all chC COpAFCCHeTS.
SFCTA unica tantum facienda pro pluribus haere-
ditatibus, is a WVric thac lies For thac LPeir rhac is
distrained by che Lord ro more suirs chan one, in
respect of the Land oF divers Feirs descended unto
tim.
ECTIO Caesaria. Sec Hysteratomorocia.
SFCTION Conicke, is the Figure made by the
solidier ot a Cones beins supposed ro be cur by 2
Planc.
IF the section be made by che Avis, or chroueh
the Verrex, che Pigure arisine is a Triangle.
I
Vy a Plane, Parallel ro the Base oE the Conc, or sub-
contrarilys policed, the Figure produced is a Cir-
le
IFche section De made parallel co one side oF the
Conc, the Figure produced is a Parabola: TF chrO
boch sides ot the Conc, tis an Flipsis; and if chro
one side ol the Cone, thro the Basc, and nOE P2
rallel ro rhe ortier lide oE che Cone, ris an Fyper-
bola.
Archimedes, Fuclide, and ortier ancient Mache-
maticians, called rhac onty a Conicte Section, Wrhen
the Plane cutrins che Cone was at rishe Ansles to
the side of the Cone; and accordins as the Angle
made by che sides ol che Cone mectins in the V er
Tex, 25 ic Wa5 2 risht, obtusc, or acute onc, they
called ic the dection ot Risbr- ansled, Obtuse- angled
Or acuteansled Conc. By utrich Words cher un
derHtood what e no call che Parabola, the FI
perbola, and the Elipsis: Which chrec Sections, (25
cxealins; and trom he rime ot cheir bems  also che Cirele) Apolonius Persaus (justiy called
Mae.
vication conard sc sus ae u Clre; and al(0
beins ac luch vast distances trom each orher, that
che etiects ot cheix murual Graricarion rovards
one anocher are insensible; ver ls che marter Far
For erery one ot chese (alcho ic ceu) Gravitate
corard is respectire Primarr one; a5 WWatas I13
ocherrise in reterence r0 the Secondary Planets
he Sun, avd corvards its oun Primary Planet, ihe
Centre) ac equal distances trom che Sun, is actra
Cud olards him wich equal accelerated arus
ad u Lulmary oneis tomardhim; buc al d glca
cel cneance with less, ac a neatet Mlance WI
creater. From Wwhich double Tendener romards
morion oF the Satellites Or Secondar) l. aneis Come
co be mishcils compounded and attel
s eualiries. As For Instance, he Llors
P. Thac che s’acellite MaII DC COrI
d wich ma
Iy
accele
rated in is Mocion trom cherime ol is Ouadra
ture wich che Sun, eo che nexc enos Conjun
riear che 57278Y5, and sloWer ede cu sallta
vich che Line ot ihe uacratures, ana AC MOEeI
ction or Oppoheun, out cac contrarimile, trom
the SyZyEyStO cheOuadratures, it Mall be recarded.
arid theretore vill noc alvass ore Svitter in O
cures. Ltom whence will follon
Thac che Orbirs of these secondary Plat
Will be oF a Fisure more circular in the Ouadra
cures, than Ih che 57278YS, Wiee ine ceS 6
the Mocion Will make the Figure ot che Orbii
more Accedr. And cherefore ene SalCe WII
run Farcher From its Primas) sfacec ce uacisa
CareS, ETaIat the C7ZYGYS; 1 Mace o Wil
be a licele Eliprical, harins ene Lats attet 10
IS Centre; and the lonset Paleter will concide
vih chac ot che EyZyoyS
And chese Frregulariries wvill arise, it the Suns
Porer oF perturbins che morion oE che Sarellice be
excluded; and che Orbit be concenrrick with chal
Frical, it may happen thac the Cacellire MalI BC Far
Cet Ouom che Primary one in che Sy2Y8YS, ac
Cultes.
of thePrimars anel. Lor, ie ed ccc
Arid when ehis is che case, that che Satellires
Orbir is nor a Cirele concentrick eo che Primary
Orbit, buc an Flipsis in one of whose Focus che
Primary Planer is placed; then the morion oF the
Sacellire vill be s0 disturbed by theun, chac as it
runs into irs Orbit, the Apses ot  o Iai
mored lometimes in Consequentia, ard lomerimes
in antecedentia, (Wrhereas he prores betore, Hal
10 rre rbiber, enam e art  t  Quaera
rell.)
che Nodes and Apses oF he Primary PlanetS are aF
Wrhen che Plane ot che Sarellites Orbit is
inclined eo the Plane oF che Primary Orbie, the
Linc of che Nodes oF the Secondary Orbir wilt bc
mored in antecedentia, wich an angular morion,
and an unequal Velosr; For ic will recede most
Cvistly when the Nodes are in Ouadrarure to che
Sun; atcer wrhich, it ill move Rorver; and acthe
rime oF the Nodesbeins in che 5y2] 8Y5, ic will be
Perrectly ac rest.
1. The inclinarion atso oF che Plane of che sC.
condary Orbit coche Primary one, vill be conti-
nually varring, and will be greatest wtien che
Nodes are in the SyZYOrS wich che Sun; and less
(caeteris paribus) when chey are in che Ouadratures:
and from the rime of che Nodes beins in the Sy-
27 8Y5 10 che Ouadratures, ic wil be alvays de-