Development of Surfaces | Shortest path | Cone | Problem No 10 | # 12 | KTU Engineering Graphics

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This is a detailed explanation of how to sketch the path of an insect moving on the surfaces of a cone starting from a point on the base and returns to the same point after moving around it by the shortest route. Concept of development of surface is used to solve this problem. In this problem development of lateral surface of a cone showing the shortest path of insect is drawn. This problem is visualized by using solid models of cone. More over other two similar type of problems are also discussed.
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KTU Engineering graphics Module 3 consists of Section of Solids and Development of Surfaces.
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#KTU #EST110 #EngineeringGraphics #DevelopmentofSurfaces

[@altros2566]

sir enikku development varkan neram, 8 ayi divide ചെയ്തപ്പോൾ korachu shtalam bakki vannu, degree എല്ലാം correct ആയിട്ടു thanaya eduthathu

[@mrabhiranj1322]

Thank you very much sir ❣️
Sir nte class innathe series exam nu valare useful ayi ❤

[@engineeringgraphicsktu]

All the best

[@Advaithnr]

which software are you using for editing ? superb video

[@engineeringgraphicsktu]

Thank You. Using Shotcut for editing

[@levsgo2087]

Thank you sir

[@engineeringgraphicsktu]

All the best

[@spk8045]

Sireh etha oru method cry ah soley... 🥱 ella solatha... Malayalam nenu ariyathu.... 😢

[@Heisenberg-40]

Ayin

[@Madgamers39]

Sir ethil angle edukkunne 360× R/L alle atho D ano edukkunne

[@engineeringgraphicsktu]

radius aanu edukkunnathengil 360xR/L .. diameter aanenkil 180xD/L where R- base circle radius. D-base circle diameter, L-length of generator

[@Madgamers39]

@@engineeringgraphicsktu oh ok sir njan D ayappol 180 ayathu note cheithilla ..