“DESIGN OF LEAF SPRING”

Slides:



Advertisements
Similar presentations
LEAF SPRING.
Advertisements

Suspension Systems - 1 Topics covered in this presentation:
Today’s Objectives: Students will be able to:
FEA as an aid in Design 1.Applying FEA to a fairly complex design can initially overburden us with information. We therefore need a method of analysing.
1 Chapter 7 Length of flange Introduction As the bending moment decreases towards the support, the flange plate may be varied and a smaller flange.
By : Prof.Dr.\Nabil Mahmoud
Timber Structures Sawn Lumber Glulam Plywood.
CHASSIS AND BODY.
Circular Plates Moments acting on an element of a deformed circular plate.
FEA as an aid to Design Andrei Lozzi 2014
WHAT IS SPRING? Springs are elastic bodies (generally metal) that can be twisted, pulled, or stretched by some force. They can return to their original.
Copyright © 2011 Pearson Education South Asia Pte Ltd
ME1001-BASIC MECHANICAL ENGINEERING. SYLLABUS UNIT I– MACHINE ELEMENTS– I(5 hours) Springs: Helical and leaf springs – Springs in series and parallel.
Principles and Springs
 The axle shaft (half shaft) transmits the drive from the differential sun wheel to the rear hub. The arrangement of a simple rear axle can be seen in.
ME 1001 – BASIC MECHANICAL ENGINEERING
Chapter 10 Web splice.
A PRESENTATION on “ SUSPENSION SYSTEM ”
Mechanical Properties of Materials
Mechanics of Materials – MAE 243 (Section 002) Spring 2008 Dr. Konstantinos A. Sierros.
DEPARTMENT OF MECHANICAL ENGINEERING
1 Teaching Innovation - Entrepreneurial - Global The Centre for Technology enabled Teaching & Learning, N Y S S, India DTEL DTEL (Department for Technology.
Stresses in Machine Elements Lecture Number - 03 Venkat S Mechanical Engineering SINHGAD COLLEGE OF ENGG,vadgaon Strength of Materials.
WHAT IS A STRUCTURE? A structure is something that will support an object or a load. A structure must be strong enough to support its own weight and whatever.
Design of machine elements( )
Patil vishal Prajapati Ashvin Prajapati vivek Pathak prakuti Qureshi zaid Guided by:-
GOVERNMENT ENGINEERING COLLAGE,PATAN
Dr Badorul Hisham Abu Bakar
PLASTIC ANALYSIS OF BEAMS - SANDEEP DIGAVALLI. AT A GLANCE OF THIS TOPIC  BASIS OF PLASTIC THEORY  STRESS-STRAIN CURVE OF PLASTIC MATERIALS  STRESSES.
UNIT-1 MACHINE ELEMENTS-1 Part – A Springs
CIVL471 DESIGN OF RC STRUCTURES
Design of shaft couplings
Design of Springs.
Suspension Systems - 1 Topics covered in this presentation:
Design of Joints, Levers, & offset Links (12 marks)
Rolling of Metals Rolling Processes Dr.Adel Fathy 1.
SPRINGS.
STRENGTH OF MATERIALS UNIT – III Torsion.
Jasmeen Kaur Dhillon Asst.Proffesor Mechanical Department
Shear in Straight Members Shear Formula Shear Stresses in Beams
Design of Beams for Flexure
Pure Bending.
Example 6.04 SOLUTION: Determine the shear force per unit length along each edge of the upper plank. For the upper plank, Based on the spacing between.
MOMENTS OF INERTIA FOR AREAS
REAR AXLE DRIVES Hotchkiss Drive Torque tube Drive.
Suspension System Introduction:
TYPES OF AXLES.
Remaining lectures Last lecture by Dr. Darpe: Wed, 3rd Oct
Buckling & Stability Critical Load
Basic structural design
WHAT IS SPRING? Springs are elastic bodies (generally metal) that can be twisted, pulled, or stretched by some force. They can return to their original.
PREPARED BY R.A.ARUL RAJA ASSISTANT PROFESSOR SRM UNIVERSITY
Chapter-2 Parts of Steel Bridges.
BTE 1013 ENGINEERING SCIENCEs
Eccentric Connections in Steel Structures
SNS COLLEGE OF TECHNOLOGY, COIMBATORE-35 (AN AUTONOMOUS INSTITUTION)
BDA30303 Solid Mechanics II.
Part III Forming and Shaping Processes and Equipment
Subject Name: Dynamics of Machines Subject Code: 10AE53
Mahesh Dhakal Stud Wall Design Mahesh Dhakal
Chapter 4 Power Estimation in Strip Rolling Process
Theory of Simple Bending
Example 6.04 SOLUTION: Determine the shear force per unit length along each edge of the upper plank. For the upper plank, Based on the spacing between.
Structure II Course Code: ARCH 209 Dr. Aeid A. Abdulrazeg.
EAT 415 :ADVANCED STEEL BUILDING DESIGN PLATE GIRDER
3 Torsion.
Strain Transformation
MOMENTS OF INERTIA FOR AREAS
ROOFS.
Suspension Systems - 1 Topics covered in this presentation:
Presentation transcript:

“DESIGN OF LEAF SPRING” PRESENTATION ON “DESIGN OF LEAF SPRING” In partial fulfillment of the subject Design of Machine Elements Guided by: Prepared by: Prof.Chandrakant Bhatia Sagar Damani(130120119041) Dharmik Dave(130120119043) Rushabh Gadhvi(130120119053) GANDHINAGAR INSTITUTE OF TECHNOLOGY

Topics Covered Introduction Laminated leaf spring Construction of leaf spring Nipping of leaf spring

Leaf Spring Leaf spring is spring in which number of spring in which number of strips with same width and different length clamped together. The leaf spring is capable to carry lateral loads, driving torque and braking torque in addition to shock. Leaf springs are widely used in automobile vehicles, earth moving machineries, railway wagons and passenger train carriage. The suitable material for leaf spring is highly hardened plain carbon steels, vanadium steels and silicon manganese steels.

Laminated Leaf springs  

Continue…. For case 1(uniform width) Where, E is the Elastic modulus of the spring material. For case 2(non uniform width)

Construction of Leaf Spring A leaf spring commonly used in automobiles is of semi-elliptical form as shown in Fig. It is built up of a number of plates (known as leaves). The leaves are usually given an initial curvature or cambered so that they will tend to straighten under the load. The leaves are held together by means of a band shrunk around them at the centre or by a bolt passing through the centre. Since the band exerts a stiffening and strengthening effect, therefore the effective length of the spring for bending will be overall length of the spring minus width of band. In case of a centre bolt, two-third distance between centres of U-bolt should be subtracted from the overall length of the spring in order to find effective length. The spring is clamped to the axle housing by means of U-bolts. Semi-ellptical leaf spring

Continue… The longest leaf known as main leaf or master leaf has its ends formed in the shape of an eye through which the bolts are passed to secure the spring to its supports. Usually the eyes, through which the spring is attached to the hanger or shackle, are provided with bushings of some antifriction material such as bronze or rubber. The other leaves of the spring are known as graduated leaves. In order to prevent digging in the adjacent leaves, the ends of the graduated leaves are trimmed in various forms as shown in Fig. Since the master leaf has to with stand vertical bending loads as well as loads due to sideways of the vehicle and twisting, therefore due to the presence of stresses caused by these loads, it is usual to provide two full length leaves and the rest graduated leaves as shown in Fig. Rebound clips are located at intermediate positions in the length of the spring, so that the graduated leaves also share the stresses induced in the full length leaves when the spring rebounds.

Equalised stress in spring leaves (Nipping) We have already discussed that the stress in the full length leaves is 50% greater than the stress in the graduated leaves. In order to utilise the material to the best advantage, all the leaves should be equally stressed. This condition may be obtained in the following two ways : 1. By making the full length leaves of smaller thickness than the graduated leaves. In this way, the full length leaves will induce smaller bending stress due to small distance from the neutral axis to the edge of the leaf. 2. By giving a greater radius of curvature to the full length leaves than graduated leaves, as shown in Fig. , before the leaves are assembled to form a spring. By doing so, a gap or clearance will be left between the leaves. This initial gap, as shown by C in Fig. , is called nip. When the central bolt, holding the various leaves together, is tightened, the full length leaf will bend back as shown dotted in Fig. and have an initial stress in a direction opposite to that of the normal load.

Continue…. The graduated leaves will have an initial stress in the same direction as that of the normal load. When the load is gradually applied to the spring, the full length leaf is first relieved of this initial stress and then stressed in opposite direction. Consequently, the full length leaf will be stressed less than the graduated leaf. The initial gap between the leaves may be adjusted so that under maximum load condition the stress in all the leaves is equal, or if desired, the full length leaves may have the lower stress. This is desirable in automobile springs in which full length leaves are designed for lower stress because the full length leaves carry additional loads caused by the swaying of the car, twisting and in some cases due to driving the car through the rear springs. Let us now find the value of initial gap or nip C. Consider that under maximum load conditions, the stress in all the leaves is equal. Then at maximum load, the total deflection of the graduated leaves will exceed the deflection of the full length leaves by an amount equal to the initial gap C. In other words,

Continue…

Continue…

Length of leaf spring  

Continue…  

Example Design a leaf spring to carry a load of 3400N and placed over a span of 800 mm. The spring can deflect by 50mm. Consider, allowable bending stress for the spring material as 350 MPa and E=2 (10)5 MPa. Let us consider the design to be based on uniform strength beam. It is observed that the width is too large to accommodate as a machine member. Hence, if we consider, say 6 springs, then width of each spring becomes 54mm.

THANK YOU

References A textbook of Machine Design,by Prof. R.S.Khurmi and Prof. J.K.Gupta http://www.google.co.in/search?ie=ISO-8859-1&q=pdf+of+leaf+spring&btnG=Search http://www.suspensionspecialists.com/tech0004.html http://en.m.wikipedia.org/wiki/Leaf_spring