Experimental Philosopher
Experimental Philosopher
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In our eReader you can find the full English version of the book. Read Experimental Philosopher Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Experimental Philosopher
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241 rays must, therefore, converge and meet in a focus. The converse of this is also true ; for if rays diverge from the focus of a concave surface as at F, they will be reflected parallel to the axis of the concave surface.
III. When converging rays fall upon a concave surface, they will be reflected converging, and meet in sl point. Let a c and Fiff. 35.
I b e, fig. 35, be two rays converg * ing to some point beyond the mirror A E, and let them be in- tercepted, the rays impinging on the poin...ts c and e j and let dc, ge, he lines perpendicular to the planes of those parts of the curve, then the reflected rays will be in the direction c/, ef, and the rays will converge to, and cross each other at the point/.
IV. When parallel rays of light fall upon a convex surface Fig. 36. And are reflected by it, they diverge. Let AB, fig. 36, be a convex surface, and a c, db, two incident rays impinging upon the curve in the points c and d. Let ec^fd, be per- pendiculars to the curve at the points c and d; eca, and fdb are the angles of incidence, and the angles of reflexion must be equal to them on the opposite side of the perpendi- culars ec, df, that is ecg and/o?^.
What to read after Experimental Philosopher?
You can find similar books in the "Read Also" column, or choose other free books by W Mullinger William Mullinger Higgins to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
241 rays must, therefore, converge and meet in a focus. The converse of this is also true ; for if rays diverge from the focus of a concave surface as at F, they will be reflected parallel to the axis of the concave surface.
III. When converging rays fall upon a concave surface, they will be reflected converging, and meet in sl point. Let a c and Fiff. 35.
I b e, fig. 35, be two rays converg * ing to some point beyond the mirror A E, and let them be in- tercepted, the rays impinging on the poin...ts c and e j and let dc, ge, he lines perpendicular to the planes of those parts of the curve, then the reflected rays will be in the direction c/, ef, and the rays will converge to, and cross each other at the point/.
IV. When parallel rays of light fall upon a convex surface Fig. 36. And are reflected by it, they diverge. Let AB, fig. 36, be a convex surface, and a c, db, two incident rays impinging upon the curve in the points c and d. Let ec^fd, be per- pendiculars to the curve at the points c and d; eca, and fdb are the angles of incidence, and the angles of reflexion must be equal to them on the opposite side of the perpendi- culars ec, df, that is ecg and/o?^.
What to read after Experimental Philosopher?
You can find similar books in the "Read Also" column, or choose other free books by W Mullinger William Mullinger Higgins to read onlineMoreLess
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