NAME ADETAYO OLUWAKAYODE MATRIC 060403009 DEPARTMENT ELECTRICAL/ELECTRONICS COURSE CEG 202 GROUP NO 4 TITLE OF EXPERIMENT: REACTIONS OF SIMPLY SUPPORTED BEAMS DATE PERFORMED: 13TH OF AUGUST 2008. AIM: I) TO DETERMINE THE REACTIONS RA AND RB FOR A BEAM SIMPLY SUPPORTED AT ITS ENDS II) TO DETERMINE THE VALUES OF RA AND RB AS A GIVEN LOAD MOVES FROM ONE END OF A SIMPLY SUPPORTED BEAM TO THE OTHER APPARATUS: • Two spring balances. • A steel
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AD7591 99 One NTIS One Source. One Search. One Solution. STRESS ANALYSIS MANUAL TECHNOLOGY INC DAYTON OHIO AUG 1969 U.S. Department of Commerce BEST AVAILABLE COPY National Technical Information Service One Source. One Search. One Solution. Providing Permanent‚ Easy Access to U.S. Government Information National Technical Information Service is the nation ’s largest repository and disseminator of governmentinitiated scientific‚ technical‚ engineering‚ and related business information
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17/07/2012 University of Nairobi - Degree Programmes University of Nairobi A world-class univ ersity committed to scholarly excellence Search Website Quick Links Faculties/Schools/Institutes About UON Academics Admission Student Life Research Contact Us Home > Academics > Degree Programmes > Degree Information > Degree Regulation A-Z List of UON Departm ets a b c d e f g h ijklmn o p q r s t u v w x y z B.sc. (civil Engineering) Degree Code: F16 Duration: 5 Faculty/School/Institute
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T A B The Free Body Diagram The Concurrent System Free Body Diagrams • Essential step in solving Equilibrium problems •Complex Structural systems reduced into concise FORCE systems WHAT IS A FREE BODY DIAGRAM? A FBD is a simplified representation of a PARTICLE or RIGID BODY that is isolated from its surroundings and on which all applied forces and reactions are shown. All forces acting on a particle original body must be considered‚ and equally important any force not
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Spaghetti Bridge Abstract For this assignment our task was to build as a group a spaghetti bridge with the objective of carrying the most weight as possible using only spaghetti and hot glue‚ meeting the specifications. The bridges will be loaded until they fall. After testing to destruction‚ the bridges loading capacity was 14.4kg‚ with an initial mas of 0.840kg. This gave a weight to strength ratio of 17.1 putting the group at 4th/8th position in class. From this it was learned the
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machine may depend on the deformations in the structure as well as the stresses induced under loading. Statics analyses alone are not sufficient. Considering structures as deformable allows determination of member forces and reactions which are statically indeterminate. Determination of the stress distribution within a member also requires consideration of deformations in the member. Chapter 2 is concerned with deformation of a structural member under axial loading. Later chapters will deal with torsional
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THE UNIVERSITY OF ZAMBIA SCHOOL OF ENGINEERING DEPARTMENT OF MECHANICAL ENGINEERING ME 332 STRENGTH OF MATERIALS I SAMPLE PROBLEMS-TORSION OF CIRCULAR SHAFTS AND THIN WALLED SECTIONS QUESTION 1 ------------------------------------------------- QUESTION 2 …………………………………………………………………………………………………………………………………………………………………. QUESTION 4 ------------------------------------------------- Q6. The drive shaft for a truck (outer diameter 60 mm and inner diameter 40 mm) is running at 2500
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Thermal stresses‚ Bars subjected to tension and Compression Compound bar: In certain application it is necessary to use a combination of elements or bars made from different materials‚ each material performing a different function. In over head electric cables or Transmission Lines for example it is often convenient to carry the current in a set of copper wires surrounding steel wires. The later being designed to support the weight of the cable over large spans. Such a combination of materials
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moments directly applied at the joint. Shear equilibrium[edit] When there are chord rotations in a frame‚ additional equilibrium conditions‚ namely the shear equilibrium conditions need to be taken into account. Example[edit] Example The statically indeterminate beam
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Supports and Connections for a Two-Dimensional Structure Equilibrium of a Rigid Body in Three Dimensions Reactions at Supports and Connections for a Three-Dimensional Structure Sample Problem 4.8 Equilibrium of a Rigid Body in Two Dimensions Statically Indeterminate Reactions Sample Problem 4.1 Sample Problem 4.3 Sample Problem 4.4 Equilibrium of a Two-Force Body Equilibrium of a Three-Force Body Sample Problem 4.6 © 2007 The McGraw-Hill Companies‚ Inc. All rights 4-* Eight h Vector Mechanics for
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