Category | Assessment | Subject | Engineering |
---|---|---|---|
University | Coventry University | Module Title | PSB501EN Mechanical Engineering Systems |
This document is for CU Group-PSB Academy students for their use in completing their assessed work for this module and should not be passed to third parties or posted on any website. Any infringements of this rule should be reported to CU_ENG@psb-academy.edu.sg
Engineers apply their knowledge and understanding of various aspects of mechanical engineering (including solid mechanics, fluid mechanics, heat transfer, thermodynamics, etc.) to solve problems. These solutions, in many forms, enhance our quality of life as human beings. It is vital, therefore, that the engineer is not only able to draw upon a wide variety of sound knowledge bases, adopt a multidisciplinary approach to problem-solving, but should also be able to document and communicate their findings appropriately. This coursework attempts to take the student through this experience.
Completion of this assignment will address the following learning outcomes:
Project: A detailed calculation report for an engineering system and its subsystems. The sheets to be included in the calculation memory refer to each topic of the module. (Equivalent words: 4500).
Students are required to produce a detailed project report on a given engineering project and its subsystems. The project comprises several tasks, and the student will be required to draw upon the breadth and depth of the various subject matters covered during the module. They will also be required to approach problems using a wide variety of techniques. The final project report is completed gradually as the student works through each aspect of the project.
The report may include the following for each task:
E.g.: Sample Report Outline:
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Order Non Plagiarized AssignmentSelected reports will undergo a Viva Voce (oral interview) to assess the student’s understanding of the Module Learning Outcomes (MLOS). Students invited for the Viva will be required to explain their approach, justify their solutions, and demonstrate their comprehension of key concepts. Failure to attend the Viva or adequately explain the work submitted may result in further academic review.
If you have used any AI tools, such as language models or image recognition software, in your assignment or report, please acknowledge their use in your submission. Include a list of the AI tools used, their purpose in your work, and their source. As part of this requirement, please also include the chat scripts of any AI tools used in your work as an appendix to your submission. This acknowledgement is necessary to ensure academic integrity and transparency in the grading process.
The best way to avoid academic misconduct is to follow appropriate academic and referencing conventions.
Collusion between students (where sections of your work are similar to the work submitted by other students in this or previous module cohorts) is taken extremely seriously and will be reported to the Academic Conduct Panel. This applies to all coursework and exam answers. If you would like more guidance on understanding collusion, you can find it on LibGuides.
If an assessment suspected of involving a breach of academic integrity is found to display a marked difference in writing style, knowledge and skill level from that demonstrated elsewhere in the course, you may be required to undertake a Viva Voce to prove the coursework assessment is entirely your work.
You must not submit work for an assessment that you have already submitted (partially or in full), either for your current course or for another qualification of this university, unless this is specifically provided for in your assessment brief or specific course or module information. It is important to realise that as a student, you should not submit all or part of an assessment for which you have already received academic credit, to be used for an assessment in a different module. Reusing your work in this way is called self-plagiarism. Where you wish to refer to some of your work, you must reference it in the same way that you reference work by other people.
Please refer to the Marking Rubric for the grading criteria:
I. Knowledge and Understanding (30%)
II. Analysis, Evaluation and Application of Theory (30%)
III. Quality of Research (20%)
IV. Academic Writing (20%)
The state of strain at the point on the leaf of the caster assembly is shown in Figure 1. Use the strain transformation equations to determine the equivalent in-plane strains on an element oriented at an angle of 𝜃 = 30° counterclockwise from the original position.
𝜀𝑥 = −50𝑿𝟏 (10−6 ), 𝜀𝑦 = −50𝑿𝟐 (10−6 ), and 𝜀𝑧 = −50𝑿𝟑 (10−6 )
If you have any concerns, contact your tutor.
e.g.: SID is 14486801
𝑋8 𝑋7 𝑋6 𝑋5 𝑋4 𝑋3 𝑋2 𝑋1
1 4 4 8 6 8 0 1
𝜀𝑥 = −50𝟏 × 10−6 , 𝜀𝑦 = −50𝟎 × 10−6 , and 𝜀𝑧 = −50𝟖 × 10−6
Also, use the strain-transformation equations to determine the following:
II)You are tasked with designing a pressure vessel. Preliminary measurements of the cylindrical vessel indicate that the normal stresses due to internal pressure are as shown in Figure 2.
Figure 2. Pressure vessel
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Buy Today Contact UsToluene, an incompressible liquid, is one of the fractions (i.e. products) obtained from the distillation column. It is stored temporarily in a tank before it is converted to paint thinners and glue.
Toluene (specific gravity, 0.867) discharges from the bottom of an open tank 1.5 m by 1 m in cross-section. The outlet is equivalent to an orifice 40mm in diameter with a discharge coefficient, 𝐶D = 0.60. The liquid level is regulated by a float valve on the toluene feed supply, which shuts off completely when the liquid level above the bottom of the tank is 1m, and which gives a flow rate that is directly proportional to the distance of the liquid surface below this maximum level. When the depth of toluene in the tank is 0.5 m, the inflow and outflow are directly balanced. There is a short interruption in the supply, the toluene level drops to 0.25 m above the bottom of the tank, but is then restored.
a) Assuming that the area of the orifice is very small in comparison with the area of the pipe, obtain an algebraic expression for the net rate of filling the tank in terms of the distance ℎ of liquid level below the maximum depth of 1m.
b) Hence or otherwise, obtain an algebraic expression for the time required to fill the tank from 0.25 to 0.45 m above the bottom of the tank.
c) Write a MATLAB script or MS EXCEL script to plot the reciprocal of the net rate of filling the tank (obtained in (i)) on the 𝑦-axis against liquid height on the 𝑥-axis.
Estimate the time required to fill the tank from 0.25 to 0.45 m above the bottom of the tank by finding the area under the curve in (iii) within the appropriate limits. You may either write a MATLAB script or use any standard numerical integration technique, such as the trapezoidal rule, etc.
I)”1. 𝑋4″ kg of air is taken through (a) an Otto cycle (Figure Q3a) and (b) a Diesel cycle (Figure Q3b). Initially, the air is at 25°C and “1 𝑋4” atm. The compression ratio for both cycles is 12, and the heat added is 1900 kj in each case. Calculate the ideal cycle efficiency and mean effective pressure for each cycle. Explain in detail the processes mentioned above and the differences between the Otto cycle and the diesel cycle using diagrams to buttress your points.
e.g.: SID is 14486801, 𝑋4 = 6, hence the mass of air is 1.6 kg, and the pressure is 1.6 atm.
II) A boiler furnace’s vertical walls have a dimension of 5m x 3m x 4m high. The walls are constructed from an inner fire brick wall “3. 𝑋3” cm thick with thermal conductivity of 0.6 W/mK, a layer of ceramic blanket insulation with thermal conductivity 0.3 W/mK and 10 cm thick, and a steel protective layer of thermal conductivity 65 W/mK and 4 mm thick. The inside temperature of the fire bricklayer was measured at 800°C and the temperature of the outside of the insulation was 80 °C. Calculate the heat loss rate through the boiler furnace’s vertical walls. Also, find the interface temperature of layers. Discuss how heat loss can be reduced in the system.
e.g.: SID is 14486801, 𝑋3 = 8, hence the Inner fire brick wall thickness is 3.8 cm.
I) Using the APPLET, demonstrate the effect of introducing damping into the system (play with the applet varying the value of the damping constant “c”/”b”) and include an explanation, in your report, of the effect of damping on the frequency of the system and its amplitude.
II) In a factory, an engineer discovered that an undamped system vibrates with a frequency of 12 Hz and an amplitude of 0.8 mm. Calculate the maximum amplitude of the system’s velocity and acceleration.
III) A boiler furnace’s vertical walls have a dimension of 6m x 4m x 4m high. The walls are constructed from an inner fire brick wall 3 𝑋3 cm thick with thermal conductivity of 0.6 W/mK, a layer of ceramic blanket insulation with thermal conductivity of 0.3 W/mK and 10 cm thick, and a steel protective layer of thermal conductivity 65 W/mK and 4 mm thick. The inside temperature of the fire bricklayer was measured at 800°C, and the temperature of the outside of the insulation was 80 °C. Calculate the heat loss rate through the boiler furnace’s vertical walls. Also, find the interface temperature of layers. Discuss how heat loss can be reduced in the system.
e.g.: SID is 14486801, 𝑋3 = 8, hence the Inner fire brick wall thickness is 3.8 cm.
Note:
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Banding
Knowledge and Understanding (30%)
Analysis, Evaluation and Application of Theory (30%)
Quality of Research (20%)
Academic Writing (20%)
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