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Engineering Graphics I

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Presentation on theme: "Engineering Graphics I"— Presentation transcript:

1 Engineering Graphics 2018-19-I
Lecture 17 TA101A Engineering Graphics I By Dr. Mukesh Sharma Professor DEPARTMENT OF CIVIL ENGINEERING INDIAN INSTITUTE OF TECHNOLOGY KANPUR KANPUR , INDIA

2 True Shape of Plane through EV and Auxiliary Plane
SA1 A A 1 S 2 H S A2 A1 EV XH F R X A1 , R H A1 X P A2 TS H H R F A2 P S A1 F P A2 XF TL P F RF

3 True Shape of Plane through EV and Method of Rotation
1 RH XH XA1, RA1 PH H P‘A1 F P A1 SF’ SF XF P TS F Lines are parallel to hinge line PF’ R F True Shape of Plane through EV and Method of Rotation

4 2H TL 3H 4H 3B H 3F IH 3A F 2F 4F 2B H TS A IF IA IB

5 CH dH aH bH aF bF cF dF H F Are the lines parallel?

6 aH cH bH dH H F F P aP bP cP dP cF bF dF aF Are the lines parallel?

7 Conditions for lines to be parallel
- Lines appear parallel in all views If oblique lines appear parallel in two adjacent views; they are necessarily parallel (no need to see third view)

8 Test for Perpendicularity
gHhH H F eH fH TL eF fF 900 B gF hF C iH jH kH lH iF jF kF lF 900 aHbH H F cH dH cF dF aF bF TL 900 A Are the lines perpendicular? condition: at least one of the lines should be in TL and make 900 angle with other line. If none of the lines is in TL and show 900 angle between them, they are not perpendicular

9 Test for intersection cH cH bH bH aH aH dH dH H H cF F aF F bF aF dF cF dF bF B A Conclusion – point of intersection of two lines must stay aligned in all views

10 aH bH 1H 2H 3H 4H H F aF bF 1F 2F 3F 4F XH YH YF XF A Line in a plane – if a line is in the plane, all points of intersection should stay aligned in all views

11 Construct a line parallel to a plane
bH 1H dH cH aH 2H H F aF dF 2F cF bF 1F Line 1-2 in top view and Point 1F is given See we forced the line 1-2 to be parallel to line b-d in front view As a result, line 1-2 is parallel to the given plane (abc)

12 A line perpendicular to a plane
Very useful in finding shortest distance from a point to a plane pH 1H 2H 3H 4H H F oH oF pF TL EV 4F3F 1F2F 900 A line is perpendicular to plane when the line is in true length at a 900 angle to an edge view of the plane. Line OP is perpendicular to plane How to draw a perpendicular from a point with this concept?

13 Draw a perpendicular to a plane from point – Recall edge view of plane and perpendicular at 900 needed PARALLEL OH 2H TL OA 3H TL 3A2A pH 1H PA 900 H A d 4H EV H 4A1A F d 2F 3F pF Get the edge of plane See if any line in TL on the plane See through the line and project all points Line 2-3 in top view in TL in In aux view take distance from Front and locate points Draw a perpendicular from OA on EV ~ OA PA (in TL?) Project PA to Top view (see the arrows) Project PH to Front view see PF 1F 4F OF


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