Marci of Kronland, Johannes Marcus
,
De proportione motus figurarum recti linearum et circuli quadratura ex motu
,
1648
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paralleli HF. DE. </
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>Dico grauitatem mouentem in H. D eſſe
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minorem, quàm ſi extra lllud totum mouerentur. </
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<
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motus H ſit linea HA, & motus D linea DA per 3. Axioma;
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erunt HF. DE motus inclinati: </
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>Et anguli in clinationum AHF. ADE. </
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<
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>Igitur pars grauitatis
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H & D in hypomochlio quieſcit:
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proinde eſt grauitas
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mouens, quàm ſi extra illud totum mouerentur. </
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COROLLARIVM I.
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>Sequitur grauitatem mouentem partium à centro magis re
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motarum eſſe minorem: propterea quòd motus ſint magis in
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clinati. </
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>Nam angulus AIF externus, hoc eſt illi æqualis A
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DE eſt maior angulo interno AHF. & angulus AKG, hoc eſt
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ADE maior angulo ACK. </
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COROLLARIVM II.
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<
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>Vnde neceſse partes propiores centro, remotiorum; cen
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trum verò omnium eſſe hypomochlium huius grauitatis quie
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ſcentis. </
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THEOREMA II.
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Centrum grauitatis habet impulſum omnium partium grauitati
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æqualem.
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<
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>Cùm enim moveatur ad motum partium mobilis, habebit
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impulſum illarum grauitati moventi æqualem. </
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<
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>Eſt verò
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idem centrum hypomochlium grauitatis quieſcentis in motu
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partium eidem parallelo, per Corollarium 2. quæ cùm augeat
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illius grauitatem, habebit
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per poſit. 4. impulſum illi æ
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qualem. </
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