Case study Description Faisal is a successful architect who is trying to use the extra time that he has during the coronavirus crisis in a simple way. He decides to focus on an ambitious new project. In this project, he and his team of architects, engineers, and developers will build a house specifically for living on the sea. It will be stable and safe in waves up to five meters high. A family of five will be comfortable living in it. Faisal and his team decide to make the house simple but beautiful. Since real estate can be expensive, Faisal decides to make the house cost less than USD 400,000. There will be a dock that will be attached to it which can lift boats out of the water and automatically wash them, in order to keep them from rusting. To make it so that it could float in areas close to cities in the Arabian Gulf, the house is designed so that it does not need water any deeper than two meters deep in order to be stable and floating. To help the family to be able to travel back and forth comfortably to their floating home in any type of weather, Faisal offers a special boat that can handle high waves.

Explain which methods of simplicity have been applied in this case study. Mention at least 3 different methods and provide clear reasons for choosing these methods.

Please refer on the article titled as “Improving Occupational Safety and Health in Construction”, published in The Ingenieur, Vol. 69 January – March 2017 by the Board of Engineers Malaysia. simplify and create a summary of the article. (150words)

1. COVID-19 is a global pandemic and as a result requires a global response. What aspects of engineers’ response to this global crisis inspire you to persevere through your engineering classes? What big questions does is pandemic bring forth for you as engineering continue to respond to this pandemic

Discuss the differences between the quality analysis methods to reduce
product defects (FMEA, FTA) and the project risk analysis equivalents.

Please try not to upload hand-written images, thank you!

At atmospheric pressure, moist air at T1 = 35°C and 40% relative humidity enters a heat exchanger operating at steady state and is cooled at constant pressure to 24°C with a m with dot on top of 11 kg/min. Ignoring kinetic and potential energy effects, determine: (a) Properties at state 1: (10 points) Mixture enthalpy, Humidity ratio (b) Properties at state 2: (15 points) Mixture enthalpy, relative humidity, humidity ratio (c) the dew point temperature at the inlet, in °C (5 points) (d) the rate water is condensed (5 points)

Critically explain the effects of temperature (both when temperature increases and temperature decreases) on level measurement with suitable expression.   

Write a report on the topic 'Industries and their future in India'.

Copper Lab

1. Briefly describe the effect of annealing temperature on hardness. Why does annealing have this effect? (Describe both the driving force and the physical mechanism for the change in hardness with annealing).

2. Does annealing have a greater effect on the relative change in hardness in the specimen with a 40% target CW or 6% target CW? Why? (Describe both the driving force and the physical mechanism for the change in hardness with annealing).

Write a report on the topic ' Lack of innovation in Indian Industries '.

1. Calculate the moment of inertia for the circle square rectangular u calculate the moment of inertia and polar moment of inertia for the profile (we will give the values ​​ourselves).
2. Select a material based on iron and find sigmad, Re, Rm values, scale will be drawn according to goodman, gerber, soderberg etc. scale according to brittleness, and stress amplitude and max stress will be calculated.
3. Smith diagram of the material we selected for the second question will be drawn.

What is ventilation? Ventilation installation elements (in the most general form),
 Please write and explain on the ventilation system shape.
 ** In shopping mall ventilation (taking into account the Covid 19-Pandomi period)
 Please write what are your suggestions.

A cantilever beam of length L is embedded at its right end, and a horizontal tensile force of P pounds is applied to its free left end. When the origin is taken at its free end, as shown in the figure below, the deflection y(x) of the beam can be shown to satisfy the differential equation

EIy″ = Py − w(x)

.

A cantilever beam is on the x y-coordinate plane.

• The beam of length L runs along the positive x-axis with its embedded end located at some positive value on the x-axis and its free end at the origin.
• A horizontal vector labeled P begins at the free end of the beam and extends left.
• A curve begins at the origin, goes up and right becoming less steep, and ends at a positive y value above where the beam is embedded.
• At some value x on the x-axis between the embedded end and free end of the beam, a vertical vector labeled w₀x begins on the curve and extends down.

Find the general solution of the given differential equation if

w(x) = xw₀.

y =

Find the deflection of the cantilever beam if

w(x) = w₀x, 0 < x < L,

and

y(0) = 0, y'(L) = 0.

y(x) =

In hot water heating systems; How can i do pipe calculations and how can i fill the pipe chart ? Can u tell step by step ? In most general way.