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{{LaEn | |||
|lnetxt=diametros diametri N F :: diameter<br />diametros diametros diametros, diametron ADJ :: diametral, of/related to diameter | |||
}} | |||
{{Lewis | {{Lewis | ||
|lshtext=<b>dĭămē̆tros</b>: i, f., = [[διάμετρος]],<br /><b>I</b> a [[diameter]], Col. 5, 2, 7; Vitr. 10, 14; Macr. Somn. Scip. 1, 20 sq. al.—<br /><b>II</b> Adj., [[central]]: [[radiatio]], Firm. Math. 4, 1 med. | |lshtext=<b>dĭămē̆tros</b>: i, f., = [[διάμετρος]],<br /><b>I</b> a [[diameter]], Col. 5, 2, 7; Vitr. 10, 14; Macr. Somn. Scip. 1, 20 sq. al.—<br /><b>II</b> Adj., [[central]]: [[radiatio]], Firm. Math. 4, 1 med. | ||
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{{Georges | {{Georges | ||
|georg=diametros, on u. [[diametrus]], a, um ([[διάμετρος]]), [[durch]] den [[Mittelpunkt]] gehend, [[linea]], Chalcid. Tim. 91: [[radiatio]], Firm. math. 2, 32 u. 4, 1. – subst., [[diametros]], ī, f. ([[διάμετρος]], sc. [[γραμμή]]), jede [[Linie]], die [[durch]] [[einen]] [[Mittelpunkt]] geht, der Diameter, Durchmesser, [[rein]] lat. [[dimetiens]], Vitr. 3, 5, 6 u. ö. Col. 5, 2, 7. Macr. somn. Scip. 1, 20, 15 sqq.; [[sat]]. 7, 14, 16. Chalcid. Tim. 91: Plur. diametroe, *Vitr. 9, 7 (8), 5 R. (Vulg. diametri). – Nbf. [[diametrus]], ī, f., Frontin. aqu. 28. Macr. somn. Scip. 1, 20, 29. Boëth. art. geom. p. 375, 7; p. 378, 11 u. 14 Fr. – u. [[diameter]], trī, m., Boëth. Arist, an. pr. 1, 23. p. 487 u.a. | |georg=diametros, on u. [[diametrus]], a, um ([[διάμετρος]]), [[durch]] den [[Mittelpunkt]] gehend, [[linea]], Chalcid. Tim. 91: [[radiatio]], Firm. math. 2, 32 u. 4, 1. – subst., [[diametros]], ī, f. ([[διάμετρος]], sc. [[γραμμή]]), jede [[Linie]], die [[durch]] [[einen]] [[Mittelpunkt]] geht, der Diameter, Durchmesser, [[rein]] lat. [[dimetiens]], Vitr. 3, 5, 6 u. ö. Col. 5, 2, 7. Macr. somn. Scip. 1, 20, 15 sqq.; [[sat]]. 7, 14, 16. Chalcid. Tim. 91: Plur. diametroe, *Vitr. 9, 7 (8), 5 R. (Vulg. diametri). – Nbf. [[diametrus]], ī, f., Frontin. aqu. 28. Macr. somn. Scip. 1, 20, 29. Boëth. art. geom. p. 375, 7; p. 378, 11 u. 14 Fr. – u. [[diameter]], trī, m., Boëth. Arist, an. pr. 1, 23. p. 487 u.a. | ||
}} | }} |