Abstract
The main aim of this experiment was to explore the properties of 6 different types of Cantilever Beams provided to us. 3 Hollow and 3 Solid beams were provided to us, and they were loaded with weights, to note the deflection produced. The first Experiment showed the linear relationship between Deflection and Load of the Solid Beams. The second Experiment showed a linear relationship between Mean Stiffness and Diameter of the Solid Beams. Experiment 3 was carried out to prove the linear relationship between stiffness, specific stiffness and diameter. The 4th experiment showed the Inverse relationship between Stiffness and (Length) 3 whereas the 5th experiment proved the relationship between Deflection and the Length of the Beams.
…show more content…
Step by step Loading was done so as to avoid Plastic Deformation.
Experiment 2
This only involved Solid beams and a graph was plotted after calculating Mean Stiffness.
Mean Stiffness vs Diameter was plotted.
Mean Stiffness = (Total sum of Stiffness for the beam) / (No. of readings taken)………… (3)
Experiment 3
In this experiment, Stiffness and Specific stiffness was compared to Diameter for both Hollow and Solid Cylinders.
Specific stiffness = Stiffness/ Mass ……… (4)
Experiment 4
This experiment was carried out to find out whether Stiffness is inversely proportional to Length3. Beams 3 and 4 were used for this experiment.
Experiment 5
Load was applied to different parts of the Beam, and then the Deflections were noted. The setup in Figure 2 was used. Results
Minimum and Maximum stiffness was calculated for each beam because of a very minimal error of ±0.00025.
Experiment 1 Beam One
Table no. 2 : Showing Calculations for Beam 1
Mass used (Kg) Load (N) Deflection (m) S (N/m) Minimum S (N/m) Maximum S (N/m)
0.2 0.91 0.091 10.77 10.74 10.8
0.4 1.68 0.168 11.67 11.65 11.68
0.6 2.51 0.251 11.71 11.7
…show more content…
However, due to excessive loading, the Solid Beams went through partial Plastic Deformation, which had an impact on the Stiffness factor of the Beams since Hooke’s law was not obeyed.
The first experiment, which was carried out successfully, proved that there is a linear relationship between Load and Diameter. There was an exponential increase in the Task two when Diameter and Stiffness were compared. The third experiment Mean stiffness for Solid beams was more, whereas the opposite was true for Hollow beams; i.e. Hollow beams had higher Specific stiffness than solid beams. The fourth experiment was conducted to prove that Stiffness is inversely proportional to L3, so a graph between Stiffness and L3 was plotted and the nature of the graph was linear.
Conclusion
The Experiments were a success and taught us a lot, with practical experiences accounting for all the theoretical knowledge we were provided with beforehand.
But due to some errors in apparatus (plastic deformation), a lot of variations occurred in the calculation of Stiffness for the beams.
Data
K.D.A. Saboia et al. , (2007) have been prepared the Bi4Ti3O12–CaCu3Ti4O12 {[BIT(X)–CCTO(100-X)]} composite powders through solid state reaction method and calcined in the range of 900 to 1020 ºC for 12 h. The as-prepared powders have modified in the form of thick film onto alumina ceramic substrate by utilizing screen printing. At 100 Hz, the value of dielectric constant (κ) of CCTO100 and BIT100 is 316.61 and 53.64 respectively. Conversely, the composite with X=20 % shows an unexpected dielectric constant of 409.71, which is around 20% higher in comparison with the CCTO.
Introduction For two days, on the 14th and 15th of April, a field excursion to Hastings Point, New South Wales was conducted. At Hastings Point, topography, abiotic factors and organism distribution were measured and recorded, with the aim of drawing links between the abiotic factors of two ecosystems (rocky shore and sand dunes), the organisms which live in them, and the adaptations they have developed to cope with these conditions. Within these two ecosystems, multiple zones were identified and recorded, and this report also aims to identify the factors and organisms associated with each zone. Lastly, using data and observations from the past, predictions for the future of the rock pool ecosystem were made.
Molar Relationships: What Are the Identities of the Unknown Compounds? The purpose of the experiment was to identify unknown compounds using knowledge on the concept of mole. The guiding question for this experiment is what are the identities of the unknown compounds? The numbers of moles and the identities of the compounds are the only given. To be able to identify the compounds the mass, molar mass and the number of moles will be needed.
In this section, discuss the research question(s) or hypotheses presented in the article. • There were two research questions presented in the article. The first question was how much variation in counselors’ self-reported multicultural counseling competencies is accounted for by a set of demographic, experiential, and training variables. The second question was how multicultural training explains additional variations in multicultural counseling competencies after accounting for the variation in competencies due to demographic and experiential variables. The purpose of the study/research problem was clearly identified within these two questions.
OBJECTIVE The purpose of this experiment was to measure the density of an unknown metal object and use the measured density to insinuate a probable identity for the metal. PROCEDURE In part one of this experiment, an unknown metal object, a graduated cylinder, water, and a mass balance was first collected.
8) Explain how each experiment type (question 7) differs from the
The measured tensions were normalized relative to the maximum tension and the lengths were normalized relative to the length at which maximum force was generated (Ln = 29 mm). The measured data and expected data were plotted together (Figure 3). Correlation between measured and expected tensions at the same normalized lengths was determined for the three expected segments of the length-tension relationship.2,3,4 This was done using piecewise linear regression and yielded r2isometric = 0.956033. The fitted curve for the isotonic experiment resulted in r2isotonic = 0.960557. The F0 was 19.5 N for the fit and 6.35 N for the guess.
Jaspreet Singh Professor Paratore Biology 1 November 1, 2014 Spectrophotometry Identifying Solutes and Determining Their Concentration Statement of the Exercise or of the Problem The purpose of the lab experiment was to attain the following objectives: • Learning to Operate the Spectrophotometer • Construct absorption spectra for cobalt chloride and chlorophyll. Hypothesis If greater and higher concentrations of cobalt chloride are added to each solution then greater amounts of light would be absorbed by each solution. Thus a liner relationship will result in which the absorbance of a substance would be proportional to its concentration, which will be depicted, in a linear graph.
Introduction: A crystal is a solid whose atoms are arranged in a specific repeating pattern. Real crystals undergo years to grow, but today's scientists have obtained a way to grow crystals right in the lab. They have also been effective in finding a way for people who aren’t scientists to grow crystals in the comfort of our own home. Although they may not be the same crystals we wear as jewelry, they give us a basic idea of the unique types of crystals that are made, formed and grown all over the world.
The main strength of conducting this experiment is that is shows the behavior exactly as it occurs in the real world.
I had first formal exposure to civil engineering in course “Architecture 1”. This course provided me the fundamental concepts of civil architectural principles such as designing procedure, architectural component’s layouts, functional spaces as well as environmental impacts. To strengthen my concepts I pursued the courses “Strength of Materials”, “Structural Mechanics” which gave me essential knowledge about the external and internal forces occuring in simple structural elements under action of various types of loading as well as fundamental concepts in structural analysis such as modellisation, classification of structures. I gained valuable exposure to the analysis of simple structures submitted to compound loadings by the application of the principle of superposition for such cases as: unsymmetric bending, combined bending and tension or compression, combined bending and torsion, general compound loading. Futhermore, I was fascinated by the force method and displacement method for analysis of statically and kinetically indeterminate structures.
Properties of Substances Express Lab 1)The purpose of this lab was to compare the physical properties of different types of solids and how the properties of solids are determined by their intermolecular forces and their intramolecular bonds. Then we were to classify each type of solid as either ionic, metallic, non-polar molecular, polar molecular, or network. Paraffin wax classified as a non-polar molecular, Silicon dioxide was classifies as a network, Sodium chloride was classified as ionic, Sucrose was classified as polar molecular and Tin was classified as metallic. (2)The intermolecular forces that are present in Paraffin wax are dispersion forces, because it is non-polar and carries a negative charge. Followed by Sucrose that has
During the Collapsing Can Experiment, there were four important terms that were being mentioned repeatedly: air pressure, water vapor, collapse, and aluminum. By definition, air pressure is the force exerted onto a surface by the weight of the atmosphere. Water vapor is the gaseous phase of water. It can be produced from the evaporation or boiling of liquid water or from the sublimation of ice. Collapse is an instance of a structure falling down or in.
The machine was set to 0 the force before the specimen was set into the machine. Each specimen was set into the machine, lining up the bottom of it with the the second pair of dots on the grasp. The top grasp was lowered to line the top of the specimen with the second row of dots on the upper grasp. Once in place and tightened, a strain gauge was attached to the specimen to measure how much
The largest cantilever bridge is the 549-metre (1,801 ft) Quebec Bridge in Quebec, Canada FIG: 2.1.3 2.1.4ARCH BRIDGE Arch bridges have abutments at each end. The weight of the bridge is thrust into the abutments at either side. The earliest known arch bridges were built by the Greeks, and include the Arkadiko