[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 449
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.89.
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The machine reads it as
- 1
- 1)
- C3
- Ba
- 1.
- 1t
- LIB. III. DB REFRACTIOHE, _C.
- D E F I N LF1O I.
- Refractio est radii, cum ex vno-
- in aliud medium subit; incurnacio;
- Elaec definirio clarissima est, nec
- quidquam disticile habce.
- DE F I N I Z1O FI.
- Restexio est, radiis ab occursu
- plani reditus, seu regressus:. II
- Speculo huiulmodi redicum habes;
- quomodocunque randem id Aac;
- sive ab ipla prima Speculi superti-
- cie radius regrediatur, sive post
- aliquem Cemicircuirum, vel in-
- curuationem, quod intra dehinie-
- mus; led ve aliqui termini capian.
- tur a eyronibus; canculum sche-
- 18. 24. maris Cubnecto; sic planum AC; SIC
- radius incidens DB, angulus inci-
- dentix ABD; radius retexuS BC;
- angulus retexionis CBO, aequalis
- Scilicet priori incidencia: Praecerea
- SIEINEFa DlaMU AC, medium pet-
- Spicuum densius; sic radius inci-
- denria DB, angulus incidentia
- ABD; radius productus BK; FC-
- FractuS BI; angulus retractionis
- IBK; angulus refractus IBFL; Per-
- pendicularis BFI; linus anguli se-
- Fracti MI; sinus anguli comple.
- menti anguli incidencix RL: auE
- Si vis SiE radius incidenciae IB; (IC.
- que Lupra AC, medium rarius, ra-
- dius productus erir quidem BE, sed
- retractus erie BD, crirque fnus
- anguli retracti DO, _ linus an-
- e eo magis incurnatur, quo obli-
- HI Y P OF H E515 L.
- IIY POF H E S IS IL.
- Radius e medio denso in rarum
- recedat a perpendiculari; v. 8. IB.
- oblique incidens, incurnatur ver-
- in B.
- TIY POFHFSIS TTT.
- Radius in medium quodlibet per-
- pendiculariter incidens nunquam in-
- curnatur: Y. 9. FB recta cendic in
- Radius e medio raro in densum
- BII ieres praetara hyporheles cer-
- tissimae Cune, e dere, quod lic,
- dubium esse non porest; proptes
- quid vero lic, demonstrabo intra,
- ex meis principiis.
- HIY POTHESIS IV.
- Radius in idem medium, secun.
- dum cumdem angulum incidens, sine
- sus perpendiculum: v. 9, DB, in Bl;
- Tom. LI.
- quius incidic.
- oblique incidens, ita incurnatur, 2E
- suli complementi anguli inciden.
- FIR, FII.
- 449
- loncior sit. sine brenior; refringieur;
- secundum cumdem anculum refra-
- ctionis; De re quod lc, cerrisI-
- mum est.
- TIY BOF H E S 15 V.
- Radius cadens in punctum super-
- ficiei curnae, perinde se habet, atque
- si in tancentem ejusdem puncti in-
- cideret; e idem radius refractus in
- denso potest dici incidens; si c raro
- prodeat; v. 8. DB incidens AC re-
- Fractus in BI; sed IB incidens, AC
- refractus in BD; dere quod sIc,
- cerrissimum est.
- Le a 2e t au e
- Non potest accto per meuam
- quoalibet dissinat. iest raas sit
- quo diffundieur sit determinatus:
- Cerrum est ex l. 7. Mecaph. quip-
- De omnis actio diffuliur dicic r2-
- dium, omnis radius lineam decer.
Cite
[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 449. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/779785487:0507?run=74