FREQUENCY ANALYSIS OF ROTATING SHAFT WITH MOUNTED CIRCULAR DISK USING SOLIDWORKS SIMULATION

Objective:  To design the piston assembly and perform multibody study for diff offsetr conditions. A piston is a component of reciprocating engines, reciprocating pumps, gas compressors and pneumatic cylinders, among other similar mechanisms. It is the moving component that is contained…

Objective : to simulate internal geneva mechanism and determine the contact force and angular displacement of wheel. Introduction: Geneva mechanism, also called Geneva Stop, one of the most commonly used devices for producing intermittent rotary motion, characterized by alternate periods of motion and rest…

  OBJECTIVE: To solve 2d conduction eqn and achieve steady state by both steady and                               transient state solver using numerical methods which are:                  …

TITLE: MOTION ANALYSIS ON PLANETARY GEAR ASSEMBLY WITH A CARRIER Introduction:- Assembly consists of 4 components which are: Carrier Sun Gear Planet Gear Ring Gear Based on which gear is fixed , there can be diff. motions involved and thus it has lot of applications. For example :This type of gearing is sometimes used in…

a) rubber will has the least resistance for deformation. This is because deformation is defined as change in objects shap or form due to application of forces. so if the material is able to resist the forces than it will have less deformation.  also hardenss is defined as resistanc to plastic deformation. And as youngs…

Compression tests machine require higher capacity than tension testing machine, because cross sectional area of the specimen increases during the test because in compression test the test sample is generally placed in between two plates that distribute the applied load across the entire surface area of two opposite faces…

%creating a row and column vector in matlab clear all close all clc %row vector x=[1:50]; %row vector 2nd method y=[1 2 3 4 5]; %column vector z=[1;2;3;4]; %column vector 2nd method u=[1 2 3 4];

TITLE: MBD SIMULATION ON IC ENGINE VALVE TRAIN INTRODUCTION: A valvetrain or valve train is a mechanical system that controls operation of the Valves in an IC engine, whereby a sequence of components transmits motion throughout the assembly used to control the flow of the air/fuel admix into and out…

FREQUENCY ANALYSIS OF ROTATING SHAFT WITH MOUNTED CIRCULAR DISK USING SOLIDWORKS SIMULATION OBJECTIVE: The aim of the project is to conduct frequency analysis on a shaft with disk mounted over it, and find nodal frequency and diff. modal shapes for the structure. INTRODUCTON:  1.Natural frequency : The natural frequency…

 PROGRAM TO FIT LINEAR AND CUBIC POLYNOMIAL FOR CP AND TEMPERATURE DATA close all clear all clc %loading the data data_load=load(\'data\'); temperature=data_load(:,1); Cp = data_load(:,2); %Curve Fitting %using Linear function co_efficient_linear=polyfit(temperature,Cp,1); Cp_fit_linear=polyval(co_efficient_linear,temperature);…

1.DESCRIPTION   Genetic algorithms are a type of optimization algorithm that is they are used to find  optimal solution(s) to a given computational problem that maximizes or minimizes a particular function. Genetic algorithms works ion the principle on the natural biological laws of reproduction and alo…

% challenge 1 to plot drag force vs velocity clear all close all clc %inputs %coeffecient of drag force c_d=0.5;c_d=0.6%area in m^2 A=0.2;A=0.1%density rho=1.4 %velocity in m/s v=[10:50] drag_force=0.5*A*rho*c_d*v.^2; plot(drag_force,v,\'linewidth\',3) xlabel(\'dtrag_force\') ylabel(\'v\') grid on      …

%otto cycle graph determination close all;clear all;clc ; %inputsgamma=1.4; %state variablesp1=101325; %pressure in bar %temperature in kelvint1=500; t3=2300; %engine geometric parametersbore=0.1;stroke=0.1;con_rod=0.15;cr=12; %calculation of swept cvolume and clearance volume v_swept =(pi/4)*bore^2*stroke;v_clearance…

close allclear allclc %solving pendulam ode % defining the fixed or the pivot point from which pendulam hangs x_0=0;y_0=0; %inputsg=9.81; %in m/s*2l=2; %in metrem=0.5; %in kg dtheta=[0;8]; t_span=linspace(0,10,500); %solving the ode[t,results]=(ode45(@(t,theta) ode_function(t,theta,g,l,m) ,t_span,dtheta)); c=results(:,1);…

% challenge 1 to plot drag force vs velocity clear all close all clc %inputs %coeffecient of drag force                                                             …