ENG10002-Lab 1-Stiffness of Materials using EXCEL - submission
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2023
Stiffness of materials using Hooke’s Law, and Data analysis using EXCEL –
submission
[V.6.09.2023]
Updated: 6.09.2023
1
Stiffness of materials using Hooke’s Law, and Data analysis using
EXCEL
–
submission
Date and time
of experiment:
Click or tap to enter a date.
Demonstrator
name
Click or tap here to enter text.
Your name:
Vicheadanin Rath
Your Swinburne ID:
104480460
Your partner’s
name:
Click or tap here to enter text.
Your lab submission sheets should be submitted to CANVAS within ONE week of completion of this work.
SUBMISSION REQUIREMENTS-in
pdf
Spring Type
Linear Equation of
best fit
“y=mx+c”
ie
F=Kx
Regression
analysis value
from Linear
Trendline
R
2
,
From Linear
Equation of best fit
Value of
Spring
Law constant K
Comparison
Value of
Spring
constant
K
Steel Spring
y = 0.1271x + 4.3072
R² = 0.9995
0.1271
0.1328
Brass A Spring
y = 0.0738x + 2.6479
R² = 0.9999
0.0738
0.079
(Short)
Brass B Spring
y = 0.0926x + 2.3036
R² = 0.9998
0.0926
0.0972
(Long)
Brass B Spring
y = 0.0899x + 2.7263
R² = 0.9999
0.0899
0.0897
SUBMISSION
•
one graph for the two springs of
different
materials;
•
one graph for the two springs of the
same material but different
lengths.
•
Fill in the table on this SUBMISSION SHEET using data from EXCEL, trend line
linear analysis, Regression analysis value R
2
, and so determine
a value of K
(Hooke’s constant/spring constant) for each
spring
.
Conclusion
•
Sum up the results and look for possible sources of error.
Do not just say human error- be
specific!
And don’t say calculation error
- fix it if you made a mistake
.
•
If the equation involved in the graph is F = Kx and the equation of a line is y = mx + b, what is
represented by the slope of the graph?
2023
Stiffness of materials using Hooke’s Law, and Data analysis using EXCEL –
submission
[V.6.09.2023]
Updated: 6.09.2023
2
Figure: 1.1: Force vs Extension of 2 different medium brass and steel
Figure: 1.2: Force vs Extension of one medium with different length (brass short and brass long)
This experiment demonstrates the complex behaviour of materials under forces. By examining these
two materials' (steel and brass) elastic properties, investigate Hooke's law. The findings highlight the
importance of taking into account a number of variables, such as material properties and
experimental settings, when examining a material's elastic response. The steel and brass mediums
exhibit elastic behaviour within the range of loads used in this experiment, according to the data
gathered and analysis carried out. The goal was to ascertain the degree to which these materials
adhered to Hooke's Law, which outlines the linear relationship between applied force and resulting
deformation. Based on the Hookes' law (F = kx), where x (m) is the deformation and F (N) is the
y = 0.0738x + 2.6479
R² = 0.9999
y = 0.1271x + 4.3072
R² = 0.9995
0.00
2.00
4.00
6.00
8.00
10.00
12.00
0
20
40
60
80
100
120
Force (N)
Extension (mm)
Brass medium
Steel medium
y = 0.0899x + 2.7263
R² = 0.9999
y = 0.0926x + 2.3036
R² = 0.9998
0.00
2.00
4.00
6.00
8.00
10.00
12.00
0
10
20
30
40
50
60
70
80
90
Force (N)
Extension (mm)
Brass Long
Brass Short
Your preview ends here
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. الإشارات الأخری
H التطبيقات
مطلوب
Section
5
3 m
2m
2 m
The rigid beam ABC is supported by pin A and wires BD and CE. If the load P on the beam
causes the end C to be displaced 6 mm downward. What is the normal strain developed in
* ?wire BD
)2 نقطة(
0.0015 C
2.57 O
0.00107
10:02 PM
AR
11/29/2020
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e IY: %VY OLD ?
د ميکانيك شهري 2021.pdf
UNIVERSITY OF BASRAH - COLLEGE OF ENGINEERING
DEPARTMENT OF CIVIL ENGINEERING
Subject: Engineering Mechanics-Static
Class: 1st year, 1st term
Exam. : Semester
Date: 16/3/2021
Examiner: Dr. Mazin, Dr. Aqeel, Dr.Ahid and Dr.Jaffar
Time: 1.5Hours
Q1] (10 Marks)
A- In Fig.A , If the resultant force acting on the bracket is to be 642 N directed
along the positive x axis, determine the magnitude of F.
B- In Fig.B , Determine the magnitude of the resultant force acting on the screw
eye and its direction measured clockwise from the x axis.
C- In Fig.C , Resolve the 100N force into components along the u and v axes, and
determine the magnitude of each of these components.
D- In Fig.D, Determine the moment of the force about point O.
300 N
60N
25°
32
45°
60°
505 N
50°
40N
Fig. A
50 N
Fig. B
400 N
100N
28°
18
2.12 m
Fig. C
2.12 m
Fig.D
Q2] (10 Marks)
A- In Fig.A , Replace the loading system by an equivalent resultant force and
specify where the resultant's…
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Manufacturing Processesplease write clearly
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nces
Mailings
Review
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Enable Editing
1
2.
8.1 9 10
1 11
12 1 13 14 T
15 1 16 17 1
1
[8]
QUESTION 2
Calculate the length of the resistor of a circular wire used in a heater element connected to a
240V supply and the heater consumes 8 joules of energy in 0,25 seconds. The resistor element
is made of aluminium and it has a uniform cross-sectional area with a diameter of 0,00016
inches.
Hints: linch = 25,4 mm, resistivity of aluminium = 2,825 x 10-6 Ocm
%3D
[S]
QUESTION 3
A de shunt motor after running for several hours on constant mains of 350 V takes a field current
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Please show work for practice problem 12
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I need help understanding the easy to solve this problem. Explain everything, including the linear interpolation.
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Number 3
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dear tutor please provide neat and clean and detailed answer.
dont copy from google
adress both questions well
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Match the following statements with the term that best describes each statement. (Enter Number ONLY)
1) Hooke's Law
2) Creep
3) Impact Strength
4) Proportional Limit
5) Fatigue
6) Elastic
The tendency of a solid material to move slowly or deform permanently under the influence of mechanical stresses below the yield
strength of the material.
The behavior of materials that deform when loaded but return to their original shape after the load is removed.
The linear relationship between stress and strain in the elastic region below the proportional limit.
The phenomenon where cracks propagate under loads less than the yield stress due to cyclic loading.
The material property determined using the Charpy or Izod test.
The point at which the stress vs strain becomes non-linear in an elastic material,
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est 2 (copy) (page 4 of 9)
A wiseup.wsu.acza/mod/quiz/attempt.php7attempt=610918cmid 148960&page=3
ops
O YouTube
M Gmail
Maps
O GENERAL MATHEM.
O New Tab
:WSU WiSeUp
1 MONLO GOA
ashboard / My courses / FLM15B2_KF_WS6222 2021 / Tests / Test 2 (copy)
uestion 4
Quz navigation
Gate AB in Figure below is 1.0 m long and 0.9 wide. Calculate force F on the gate and position X of its centre of
Not yet
answered
pressure.
Marked out of
Finish attempt
10,000
Rag question
3m
Oil,
s.g.=Q81
7m
1.0m
B
50
Answer
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hello i hope you are fineI need your help by solving the question below. Please, please, please quickly,because I am studying now and I have exams in the coming days, so I need to do this homework in order to understand the study material and I do not have much time. I need to solve within half an hour or a little more.please please please
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omments Forms Tools Advanced Window Help
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ions 44918h/21/
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2010 Pearson Education, Inc., Upper Saddle River, NJ. All rights reserved. This material is protected under all copyright laws as they currently
exist. No portion of this material may be reproduced, in any form or by any means, without permission in writing from the publisher.
2-2. If 0 = 60° and T= 5kN, determine the magnitude
of the resultant force acting on the eyebolt and its direction
measured clockwise from the positive x axis.
T
8 kN
The parallelogram law of addition and the triangular rule are shown in Figs. a and b, respectively.
Applying the law of cosines to Fig. b,
Fr =52+ g2
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Group of answer choices
327 °C
232 °C
Cannot determine from the provided information.
183 °C
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answer with explanations
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Problem 1: (50 points)
In Avengers 2, Captain America's improved
shield is made from unobtainium, a new
material that will soon be available in a store
near you. Unobtainium has the normal stress-
strain diagram shown. The proportional limit,
the elastic limit and the yield point are
identical in this material.
o [MPa]
2001
175
150
125
100
Fig.1 Normal stress-strain
75
50
25
0
0. 0.05 0.1 0.15 0.2 0.25
Unobtainium has a Poisson's ratio of 0.3.
a. [6pts] Identify the yield point oy, the ultimate stress ou and the fracture
stress of. Include units.
c. [25pts] A bar of unobtainium has a length of
1.5 m, a width of 100mm and a height of 50
mm, as shown. The cross-sectional area is
50mm 100mm = 5 x 10-³m². The bar is
subjected to an axial force of 375 kN.
Find the normal stress in a cross-section of the bar.
b. [5pts] How do you find Young's modulus from this graph? Find its value with units.
whesta fins dus al hoss
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1.5 m
0.3
50 mm
100 mm
& [mm/mm]
Is the material within its…
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A 30 wt% Ni-70 wt% Cu alloy (Animated Figure 9.3a) is slowly cooled from 1400°C (2550°F) to 1150°C (2100°F).
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i
! °C
(b) What is the composition of this solid phase?
i
%wt Ni
(c) At what temperature does the last of the liquid solidify?
i
°℃
(d) What is the composition of this last remaining liquid phase?
i
%wt Ni
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= 14
15
16
17
18
19
20
21
22
23
24
25
26
A gas storage cylinder in an ordinary chemical laboratory measures 3.9 cm wide and 16. cm high.
This is the label on it.
olo
Contents: N, gas
Pressure: 7.93 atm
If the cylinder is opened and the gas allowed to escape into a large empty plastic bag, what will be the final volume of nitrogen gas, including what's collected in
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?
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Recall that muscle generates force at 30 N/cm?. Two cross sections are taken from the rectus femoris
muscle (bipennate muscle similar to the diagram below). The length and width of the first cross
section is 6 cm and 5 cm respectively with a 35° angle of pennation. The length and width of the
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Freodas
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kg
i
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UzNDU3NTYyMjk0/a/MjYOMzAwMjMOOTM5/details
Further questions
4.The graphs show how the extension changes with stretching force for four different materials.
a. Which two graphs show materials that follow Hooke's law?
A
B
b. Which two graphs show materials that become less stiff as
they are stretched?
force
force
D
C. Which graph shows a material that maintains the same
stiffness throughout?
force
force
1. A force of 20N stretches a spring by 0.5m. The spring obeys Hooke's law.
a. Calculate the spring constant including a suitable unit.
b. How much force must a man use to stretch it by 1.5m?
5. A car has a weight of 240OON which is distributed equally over all four wheels. Each wheel has a spring of
spring constant 400N/cm.
a.
Determine the force through the spring on each wheel.
b. Calculate the compression of each spring when the car rests on the ground.
6.In a spring experiment the results were as follows:
Force (N)
Length (mpm
1
2
4
6.
7
50
58
70
74
82
9n
102
125
LELL
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Hello, so i have attached two images. the first image is the quetions, i need part b) answered if possible. i have attached my findings to part a) to add to the little information we know to help with part b if needed. Thnks
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Problem 3:
Insulation
To=1
Toowwww
Steam
Tx2
T₂ T3
www www
R₁ R₁ R₂
www.T
R₂
Steam at T1 = 320 °C flows in a cast iron pipe (k= 80 W/m. °C) whose inner and outer diameters are
5 cm = 0.05 m and D₂ = 5.5 cm = 0.055 m, respectively. The pipe is covered with 3-cm-thick glass wool
insulation with k = 0.05 W/m. °C. Heat is lost to surroundings at T2 = 5 °C by natural convection and
radiation, with a combined heat transfer coefficient of h₂ = 18 W/m². °C. Taking the heat transfer coefficient
inside the pipe to be h₁ = 60 W/m². °C, determine the temperature drops across the pipe and the insulation.
The determination is based on a unit length of the pipe (L = 1 m).
Assumptions
1. Heat transfer is one-dimensional since there is no indication of any change with time.
2.
Heat transfer is one-dimensional since there is thermal symmetry about the centreline and no
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