Matlab Fprintf Engineering Notation

3 2 25 50 75 Electrical and ElectronicsME 5052 3 2 25 50 75 Lab Total 22 5 6 26 230 520 750 III / IV B. TECH. Mech :: Sixth SEMESTER Periods per week Maximum Marks Lab/ TotalCode No. Subject Lect Credits Tutorial Internal External Marks ure Practice Advanced ManufacturingME 6001 3 1 3 30 70 100 Processes Design of transmissionME 6002 4 1 4 30 70 100 Elements Engg. Economics andME 6003 4 4 30 70 100 ManagementME 6004 Heat Transfer 4 1 4 30 70 100 Engineering Metrology andME 6005 4 4 30 70 100 MeasurementsME 7001 Operations Research 3 1 3 30 70 100 Design of AutomobileME 7002 4 1 4 30 70 100 ComponentsME 7003 Finite Element Method 4 1 4 30 70 100 ManufacturingME 7004 3 1 3 30 70 100 ManagementME 7005 Elective – I 3 1 3 30 70 100ELECTIVE – I:ME 7005 / 1 : MechatronicsME 7005 / 2 : Automatic Control EngineeringME 7005 / 3 : Hydraulic and Pneumatic SystemsME 7005 / 4 : Optimization TechniquesME 7005 / 5 : Industry need based electiveELECTIVE – II:ME 7006 / 1 : Energy Resources UtilizationME 7006 / 2 : Refrigeration and Air ConditioningME 7006 / 3 : Computational Fluid DynamicsME 7006 / 4 : Gas Dynamics and Rocket PropulsionME 7006 / 5 : Open Elective Periods a week Maximum Marks Lab/ TotalCode No. Subject Lect Credits Tutorial Internal External Marks ure Practice Computer AidedME 8001 4 4 30 70 100 ManufacturingME 8002 Elective – III 4 4 30 70 100ELECTIVE – III:ME 8002 / 1 : Computer Aided DesignME 8002 / 2 : Automobile EngineeringME 8002 / 3 : Experimental Stress AnalysisME 8002 / 4 : Mechanics of Composite MaterialsME 8002 / 5 : Industry need based electiveELECTIVE – IV:ME 8003 /1 : RoboticsME 8003 / 2 : Flexible Manufacturing Systems and Group TechnologyME 8003 /3 : Machine Tool DesignME 8003 /4 : Design for Manufacturing and AssemblyME 8003/ 5 : Energy ManagementLecture : 4 hrs/ week Internal Assessment: 30 MarksTutorial : 1 hr/ week Semester End Examination: 70 MarksPractical : Credits: 4Objectives: Evaluate rank of engineering matrix, Eigen values and Eigen vectors and inverse of engineering matrix by Cayley Hamilton theorem.