By Kenneth Morling
For all scholars and academics of easy engineering and technical drawing
The re-creation of this winning textual content describes all of the geometric directions and engineering drawing details, prone to be wanted by means of an individual getting ready or studying drawings or designs. There also are lots of routines to preparation those ideas.
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Extra info for Geometric and Engineering Drawing (3rd Edition)
2. Draw perpendicular bisectors through these lines to intersect in O. O is the centre of a circle that passes through all three points. 5 To construct the inscribed circle of any regular polygon (in this case, a triangle) (Fig. 6). 1. Bisect any two of the interior angles to intersect in O. ) O is the centre of the inscribed circle. This centre is called the ‘incentre’. 6 The Construction of Circles to Satisfy Given Conditions 47 To construct the circumscribed circle of any regular polygon (in this case a triangle) (Fig.
6. Make point X the lowest point of your drawing. Do not use an isometric scale. 5 19 25 Dimensions in mm Figure 6 7. Construct an isometric scale and use it to make a true isometric view of the casting shown in Fig. 7. Corner X is to be the lowest corner of your drawing. University of London School Examinations 55 18 75 R 35 18 75 135 25 X X Dimensions in mm Figure 7 8. A plan and elevation of the base of a candlestick are shown in Fig. 8. Draw (a) another elevation when the base is viewed in the direction of the arrow and (b) an accurate isometric view of that half of the candlestick base indicated by the letters abcd on the plan view.
6. Step off the sides of the figure from C to D, D to E, etc. ABCDEFG is the required heptagon. 31 Method 2 (Fig. 32). 1. Draw a line AB equal in length to one of the sides. 2. From A erect a semi-circle, radius AB to meet BA produced in P. 3. Divide the semi-circle into the same number of equal parts as the proposed polygon has sides. This may be done by trial and error or by calculation (180°/7 ϭ 25 5°/7 for each arc). 4. Draw a line from A to point 2 (for ALL polygons). This forms a second side to the polygon.