basty Posted September 10, 2022 Share Posted September 10, 2022 Can someone tell me please how to draw common external tangent of 2 circles such as below pic? Please teach me the technical drawing method of it. Thanks Quote Link to comment Share on other sites More sharing options...
eldon Posted September 10, 2022 Share Posted September 10, 2022 (edited) 1. Draw a circle with QP as diameter. 2. Set radius to 2 and draw arc to intersect this circle at T 3. Draw QT and extend to R 4. Draw PT 5. Set radius to PR and centered on T draw an arc at S 6. Draw RS Do you want the theory as well? Edited September 10, 2022 by eldon added to Quote Link to comment Share on other sites More sharing options...
basty Posted September 10, 2022 Author Share Posted September 10, 2022 How do you draw like below? Quote Link to comment Share on other sites More sharing options...
eldon Posted September 10, 2022 Share Posted September 10, 2022 That is a task for later. I am thinking about it. It is so much easier with AutoCAD! Quote Link to comment Share on other sites More sharing options...
eldon Posted September 11, 2022 Share Posted September 11, 2022 (edited) Assuming this is to be drawn with a compass and ruler (as the previous), here is how I would do it: 1 Draw a circle with AE as the diameter. 2. The crux of the problem is drawing arcs which have a radius of the difference between those of the circles. In the previous example, that was easy because the figure had dimensions. So set the radius as AG. Then centered on H draw the arc at J. Centered on E, put the radius as EJ, and draw the arcs ro give K and L. 3. Draw EK and EL and extend to circumference at D and F 4. Set radius at AD, then centered on K and L, draw arcs at B and C 5. Draw DB and FC Edited September 11, 2022 by eldon corrected Quote Link to comment Share on other sites More sharing options...
lrm Posted September 11, 2022 Share Posted September 11, 2022 @eldon In an earlier post you stated: 1. Draw a circle with QP as diameter. 2. Set radius to 2 and draw arc to intersect this circle at T 3. Draw QT and extend to R 4. Draw PT 5. Set radius to PR and centered on T draw an arc at S 6. Draw RS I think step 5 should be 5. Set radius to TP and draw arc cenetered at R to determine S. Quote Link to comment Share on other sites More sharing options...
eldon Posted September 11, 2022 Share Posted September 11, 2022 34 minutes ago, lrm said: @eldon In an earlier post you stated: 1. Draw a circle with QP as diameter. 2. Set radius to 2 and draw arc to intersect this circle at T 3. Draw QT and extend to R 4. Draw PT 5. Set radius to PR and centered on T draw an arc at S 6. Draw RS I think step 5 should be 5. Set radius to TP and draw arc cenetered at R to determine S. It is heartening to see others who can see the basic geometry - thank you. I was trying to match diagonals of the right angled rectangle, but your solution matches the side length. Both solutions should give the same answer (I hope!) Quote Link to comment Share on other sites More sharing options...
lrm Posted September 11, 2022 Share Posted September 11, 2022 Yes, you are correct, both methods will work! I was fixated on the fact that since RT and SP are parallel, RS = TP but of course, the diagonals of a rectangle will be equal as well. Quote Link to comment Share on other sites More sharing options...
SLW210 Posted September 12, 2022 Share Posted September 12, 2022 I have moved your thread to the AutoCAD 2D Drafting, Object Properties & Interface Forum. Quote Link to comment Share on other sites More sharing options...
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