the stationary winding assembly in an alternator is called the:

Answers

Answer 1

The stationary winding assembly in an alternator is called the stator.

The stationary winding assembly in an alternator is called the stator. The stator is a stationary winding assembly that is part of an alternator. It has a ring-like shape and is made up of a core and a set of coils that are typically connected in a wye configuration. The stator is responsible for generating an alternating electromagnetic field that interacts with the rotor's rotating magnetic field, resulting in electrical energy being produced.The stator and rotor are the two key components of the alternator. The stator is stationary and includes the windings that produce electricity, while the rotor spins and generates the magnetic field that interacts with the stator's windings to produce electricity.

The stator and rotor work together to convert mechanical energy into electrical energy in an alternator. The stator generates an electromagnetic field that interacts with the rotating magnetic field produced by the rotor. As a result, an electrical current is generated in the stator's windings, which is then used to power various electrical devices. In summary, the stationary winding assembly in an alternator is called the stator.

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Related Questions

A mass of 39 lbm of helium undergoes a process from an initial state of 50 ft3/ lbm and 60°F to a final state of 20 ft3/lbm and 240°F. Determine the entropy change of helium during this process assuming the process is reversible. The gas constant of helium is R = 0.4961 Btu/lbm·R. The constant volume specific heat of helium at room temperature is cv = 0.753 Btu/lbm·R. The entropy change of helium during this process is Btu/R.

Answers

The entropy change of helium during this process is -9 Btu/R

How to solve for the enthropy change

The formula is given as

\(Change in S = m[Cvln\frac{T_{2} }{T_{1} } + Rln\frac{V_{2} }{V_{1} }\)

Where the variables are M = mass = 39

Cv = specific heat of helium = 0.753

t2 = 240 + 460

T1 = 60 + 460

R = gas constant = 0.4961

V1 = initial state = 50

V2 = final state = 20

we would have to put these values in the formula that we have above

\(39[0.753\frac{240+460}{60+460} +0.4961ln\frac{20}{50}]\)

= -9 Btu/R.

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how many types of groove patterns there are in cylinder keys?

Answers

Door lock makers may have up to 20,000 potential cylinder key and door lock pairings, but they may spread the same combinations broadly because to the extremely low possibility of two persons with the same key and door lock combos meeting.

What are Cylinder Keys?

Cylinder keys are a type of lock that employs a key to rotate the lock cylinder and unlock the latch or bolt. They are also known as cylinder locks or pin-tumbler locks.

The key includes pins of varying lengths that correspond to the pins in the lock cylinder. When the right key is inserted, the key's pins align with the pins in the cylinder, allowing the cylinder to revolve and freeing the latch or bolt. Cylinder keys are often used on doors, cabinets, and other locks that require a key to be locked. They provide great security and are resistant to manipulation and picking.

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The sounds heard during the first phase of blood-pressure measurement are called.

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The sounds heard during the first phase of blood-pressure measurement are called the Korotkoff sounds.

What sounds are heard during blood pressure?

The kind of sound that is bern heard during blood pressure is Korotkoff sounds which are produced underneath the distal half of the blood pressure cuff.

The sounds can be noticed when cuff pressures are between systolic and diastolic blood pressure.

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Determine the mobility and the number of idle degrees of freedom for the mechanisms shown in Figure 1, in terms of number of body, number of joints, total connectivity, idle degree of freedom, and mobility of this system.

Determine the mobility and the number of idle degrees of freedom for the mechanisms shown in Figure 1,

Answers

We must examine the number of bodies, joints, connectivity, and degrees of freedom of the system in order to calculate the mobility and number of idle degrees of freedom for the mechanisms depicted in Figure 1.

Count the total number of separate stiff bodies or linkages in the mechanism (number of bodies, B).

The total number of joints or connections between the bodies is indicated by the letter J. A point of restriction or relative mobility is represented by each joint.

Total connectivity (C): Add up the degrees of freedom that each joint contributes to determine the total connectivity. The degree of freedom is 1 for simple joints, such as revolute or prismatic joints. The degree of freedom is three for complicated joints, such as spherical or planar joints.

Idle degrees of freedom (IDF): In a system, the idle degrees of freedom are the unnecessary or unrestricted degrees of freedom. It is computed by deducting the system's degrees of freedom from the overall connection.

Mobility (M): Mobility is an indicator of how many independent input parameters are necessary to fully characterise a mechanism's setup. It is determined by subtracting the number of constraints or independent equations from the degrees of freedom.

These elements may be used to calculate the mobility and idle degrees of freedom for the mechanism depicted in Figure 1.

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Degree of freedom refers to the number of independent variables or parameters that define the position and orientation of a system. In the context of mechanical systems, degree of freedom represents the number of ways a system can move or be positioned.

In simple terms, degree of freedom can be thought of as the number of independent motions or variables that are required to fully describe the configuration of a system.

For example, consider a rigid body in three-dimensional space. It can have six degrees of freedom, typically represented as three translational degrees of freedom (movement along the x, y, and z axes) and three rotational degrees of freedom (rotation about the x, y, and z axes).

In more complex mechanisms or systems, the degree of freedom can vary based on the number and type of joints, constraints, and the overall structure of the system.

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Determine the COP of a refrigerator that removes heat from the food compartment at a rate of 4800 kJ/h for each kW of power it consumes. Also, determine the rate of heat rejection to the outside air (kJ/h).

Answers

The coefficient of performance (COP) of a refrigerator can be determined by dividing the heat removed from the food compartment by the power consumed.

In this case, if the refrigerator removes heat at a rate of 4800 kJ/h for each kW of power consumed, the COP can be calculated as follows:

COP = Heat removed / Power consumed

COP = 4800 kJ/h / 1 kW

The COP is therefore 4800. This means that for every unit of power consumed, the refrigerator removes 4800 units of heat from the food compartment.

To determine the rate of heat rejection to the outside air, we can use the equation:

Heat rejected = Power consumed - Heat removed

Heat rejected = 1 kW - 4800 kJ/h

The rate of heat rejection to the outside air is -4799 kJ/h, indicating that the refrigerator rejects heat to the outside air at a rate of 4799 kJ/h.

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True or false? if i were to hook up an ac voltage source to a resistor, the voltage drop across the resistor would be in phase with the current in the circuit.

Answers

Answer: True

Explanation:

A 100 n uniform ladder of length 8 m rests against a smooth vertical wall. It the coefficient of static friction between the ladder and the floor is. 4, what is the maximum angle that the ladder can make with the floor before it slips?.

Answers

The correct response is E. 39. The maximum angle that the ladder can make with the floor before it slips is 39.

solitary-pole ladders Ladders that extend (maximum length 15 metres) Ladders, Step (maximum height 6.1 metres) Given that you shouldn't be standing on the top three treads of the leaning ladder, a single-story home with a height of at least 4 meters would be suitable. You would require an extension ladder with an extension of about 7 meters for a two-story residence. The short answer is no, leaning a ladder against a gutter is not safe. "For a leaning ladder, you should secure it and have a sturdy top resting point, i.e. do not rest a ladder against weak upper surfaces." It is not a good idea to lean your ladder against a gutter as the gutter could not be strong enough to hold it.

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A 100-N uniform ladder, 8.0 m long, rests against a smooth vertical wall. The coefficient of static friction between ladder and floor is 0.40. What minimum angle can the ladder make with the floor before it slips?

A. 42

B. 22

C. 18

D. 51

E. 39

If you are diving wearing an exposure suit, you should _____ to safely control buoyancy as you descend.

Answers

If you are diving wearing an exposure suit, you should add air to safely control buoyancy as you descend. Buoyancy is one of the most important skills to master in diving.

The ability to control buoyancy will enable you to easily float, hover, or sink in the water column. Buoyancy control refers to the ability of a diver to attain and maintain a neutral buoyancy state underwater. This means that the diver will neither sink nor float in the water column. Buoyancy is affected by a variety of factors, including exposure suit, depth, weight, and body composition.

An exposure suit is a piece of diving equipment that covers the body to keep it warm in cold water. Divers use exposure suits to keep warm and to protect themselves from the elements. Exposure suits come in a variety of styles and thicknesses, including wetsuits, drysuits, and semi-drysuits. They can be made of neoprene, rubber, or a variety of other materials. How to safely control buoyancy while wearing an exposure suit .

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What is the reading of this 1-2” micrometer? Enter your answer in the box below out to ten thousandths of an inch

What is the reading of this 1-2 micrometer? Enter your answer in the box below out to ten thousandths

Answers

Answer:

gee

Explanation:

ole\(\int\limits^a_b {x} \, dx dsf\)

For the network of Fig. below, draw the output waveform if Vr = 4.3V , R = 1000Omega and Vi=25 sin ot. Assume an Si diode is used. + R D V_{i}; V_{r}; V_{o}

For the network of Fig. below, draw the output waveform if Vr = 4.3V , R = 1000Omega and Vi=25 sin ot.

Answers

56% min then i’ll please reply please follow up the channel link or link link or email to

New cities from scratch are often portrayed as utopian and solutions to the problems of existing cities (pollution, crime, poverty, poor housing, and infrastructure, etc.). This was the case with the 20th Century British New Town movement and it is again the case with new smart and sustainable master planned cities, although the details are very different. How would you assess the promises made about scratch cities and what might be of concern?

Answers

Assessing the promises made about new cities built from scratch requires a critical evaluation of their potential benefits and challenges. While such cities may offer solutions to existing urban problems, there are several factors of concern that need to be considered:

1. Implementation Challenges: Building a city from scratch is a complex and challenging task. It involves extensive planning, coordination, and financial investment. Delays and cost overruns can be common, impacting the realization of promised benefits.

2. Sustainability and Environmental Impact: New cities often promote sustainability and eco-friendly practices. However, there is a need to ensure that these cities truly deliver on their environmental promises throughout their lifespan. Issues such as resource consumption, waste management, and carbon emissions must be carefully addressed.

3. Social and Economic Equity: Scratch cities may claim to address social inequalities and provide affordable housing. However, ensuring equitable access to housing, education, healthcare, and employment opportunities for diverse socio-economic groups is crucial. Care must be taken to avoid creating new forms of exclusion and segregation.

4. Community Engagement and Identity: Creating a sense of community and fostering a unique city identity takes time and effort. It is essential to involve residents and stakeholders in the planning process to ensure their needs, preferences, and cultural aspects are considered.

5. Long-Term Viability: The long-term sustainability and success of new cities depend on various factors, including economic diversification, job creation, attracting investments, and adapting to changing demographics and technological advancements. Ongoing governance and management strategies are essential for their continued growth and development.

6. Infrastructure and Connectivity: Adequate infrastructure, transportation networks, and connectivity are vital for the smooth functioning and accessibility of new cities. Planning for efficient transportation systems, public spaces, and connectivity with existing urban areas is critical to avoid isolation and promote integration.

7. Economic Development and Job Opportunities: Scratch cities often promise economic growth and employment opportunities. However, the transition from initial development to a self-sustaining economy can be challenging. Ensuring a diversified and resilient economy with sustainable job opportunities is crucial for the long-term prosperity of the city.

8. Cultural and Social Vibrancy: Creating vibrant cultural and social spaces is important for the quality of life in new cities. Encouraging artistic expression, cultural events, and social interactions can contribute to the overall livability and attractiveness of the city.

In assessing promises made about scratch cities, it is important to critically analyze these factors and ensure that realistic expectations, proper planning, community engagement, and ongoing monitoring and evaluation are integral parts of the development process. This can help address concerns and increase the likelihood of achieving the envisioned benefits for residents and the wider community.

Assessing the promises made about new cities from scratch requires a critical evaluation of their potential benefits and potential concerns. While these cities hold the promise of addressing existing urban challenges, there are several aspects to consider:

Promises:

Urban Planning: New cities from scratch provide an opportunity for deliberate urban planning, allowing for the creation of well-designed and efficient infrastructure, transportation systems, and public spaces. This can lead to improved quality of life and a more sustainable environment.

Innovation and Technology: Many new cities aim to leverage advanced technologies and smart solutions to create efficient, connected, and sustainable urban environments. This includes the integration of renewable energy, smart grids, intelligent transportation systems, and data-driven management.

Social Equity: Scratch cities often promise to address social issues such as poverty and inequality. They may offer affordable housing, access to quality education and healthcare, and inclusive community spaces, aiming to create more equitable societies.

Economic Opportunities: New cities can attract investments, industries, and businesses, potentially creating new job opportunities and economic growth. They may offer a favorable environment for innovation, entrepreneurship, and the development of new industries.

Concerns:

Realization Challenges: Implementing a new city from scratch involves complex and long-term processes. Delays, budget overruns, and changing political priorities can hinder the realization of promised benefits, leaving residents and stakeholders disappointed.

Social Displacement: The creation of new cities may involve displacing existing communities or disrupting established social networks. This raises concerns about the potential marginalization of vulnerable populations and the loss of cultural heritage.

Sustainability and Environmental Impact: While new cities often aim to be sustainable, the actual environmental impact depends on factors such as resource consumption, waste management, and carbon emissions. The ecological footprint of construction, transportation, and ongoing operations must be carefully considered.

Affordability and Accessibility: Ensuring affordable housing, inclusive amenities, and accessible public services in new cities is crucial for addressing social equity. High costs, exclusionary practices, or limited accessibility can lead to socioeconomic disparities and exclusion.

Long-Term Viability: The long-term viability of new cities depends on various factors such as economic diversification, governance structures, citizen engagement, and adaptability to changing social, economic, and environmental conditions. Failure to anticipate and address these challenges can impact the sustainability and success of the new city.

Assessing the promises made about scratch cities requires a comprehensive evaluation of these factors, considering the specific context, governance frameworks, stakeholder engagement, and long-term planning. It is essential to carefully balance the potential benefits with the concerns to ensure the development of successful and inclusive new cities.

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How do the dry and moist adiabatic rates of heating or cooling in a vertically displaced air parcel differ from the average (or normal) lapse rate and the environmental lapse rate?

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The dry adiabatic rate refers to the rate at which a dry air parcel cools or heats as it rises or falls without exchanging heat with the environment. It typically has a value of 9.8°C per kilometer.

The moist adiabatic rate is the rate at which a saturated air parcel cools or heats as it rises or falls without exchanging heat with the environment. The moist adiabatic rate varies with temperature and moisture content and is usually less than the dry adiabatic rate, ranging from 4°C to 9°C per kilometer.  It can vary widely, depending on factors such as the time of day, season, location, and weather conditions .

The average lapse rate is the rate at which the temperature of the Earth's atmosphere decreases with increasing altitude, taking into account both the environmental lapse rate and the lapse rate of a parcel of air as it rises or falls through the atmosphere. The adiabatic rates are useful for predicting the behavior of individual air parcels, while the lapse rates are useful for predicting the overall temperature structure of the atmosphere.

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True/False: a compressor is considered to be the ""heart of the air conditioning system.""

Answers

Answer:

True.

Explanation:

True. A compressor is considered to be the "heart of the air conditioning system." It plays a vital role in the refrigeration cycle by compressing refrigerant and raising its pressure and temperature, which is essential for the cooling process.

11. Two technicians are discussing tire rotation. Technician A says that you always follow the tire-rotation procedure outlined in the owner's manual or online service information. Technician B says that the modified "X" rotation pattern is seldom used. Which technician is correct? A. Both Technicians A and B B. Technician B only C. Neither Technician A nor B D. Technician A only ​

Answers

Answer:

Technician A

Explanation:

Technician A is correct. Technician B is wrong, as different drive vehicles (FWD, RWD, AWD, 4WD) each require a certain rotation for optimal tire wear.

. (20 pts) A horizontal cylindrical pipe (k = 10 W/m·K) has an outer diameter of 15 cm and a wall thickness of 5 cm. The pipe is situated in a stationary air, where the air and surrounding temperature is 27°C. The outer surface temperature of the pipe is 127°C, and the pipe surface has an emissivity of 0.5. Determine the inner surface temperature of the pipe. Use the following air properties for the analysis: k = 0.03 W/m∙K, ν = 20.92 × 10−6 m2 /s, α = 29.90 × 10−6 m2 /s, Pr = 0.70

Answers

Answer:

Check the explanation

Explanation:

Kindly check the attached image below to see the step by step explanation to the question above.

. (20 pts) A horizontal cylindrical pipe (k = 10 W/mK) has an outer diameter of 15 cm and a wall thickness
. (20 pts) A horizontal cylindrical pipe (k = 10 W/mK) has an outer diameter of 15 cm and a wall thickness
. (20 pts) A horizontal cylindrical pipe (k = 10 W/mK) has an outer diameter of 15 cm and a wall thickness

Which of the following groups of stakeholders place constraints on project work such as requiring permits to be secured, that work is built to code, or that safety standards are met? (Select all that apply)

A- Customers

B- Project Sponsors

C- Top Management

D-Government Agencies

E- Project Managers

Answers

The group of stakeholders that place constraints on project work such as requiring permits to be secured, that work is built to code, or that safety standards are met include Customers, Government Agencies. Thus, the correct options are A and D.

Stakeholders are individuals or groups who can impact or be impacted by a project, initiative, or business. Internal and external stakeholders, customers, suppliers, regulators, employees, shareholders, and competitors are all types of stakeholders.Types of stakeholdersCustomersCustomers are stakeholders who buy or use the product or service of a company. They can also provide feedback and requests for new products.Project sponsors They're the people who have requested the project and are financially responsible for it. The sponsor is the one who can stop, restart, or change the project's scope.Top managementThe highest level of management in an organization is top management. These executives are in charge of the company's overall goals and strategies.Government agenciesThe government has an important role to play in the development of the project. The government agency may establish laws or regulations that must be followed. If a company fails to follow these rules, it may face legal consequences.Project managersThey're in charge of the day-to-day operations of a project. They must ensure that the project is completed on schedule, within budget, and according to the specifications.

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8. The four common discharge points that water leaves the groundwater system to become surface water are:

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Under natural conditions, ground water system moves along flow paths from areas of recharge to areas of discharge at springs or along streams, lakes, and wetlands. Discharge also occurs as seepage to bays or the ocean in coastal areas, and as transpiration by plants whose roots extend to near the water table.

Underneath the surface of the land, ground water is practically universal. As drinkable groundwater is so common, nearly all of the population in the United States—including nearly everyone who is served by household water-supply systems—uses it as a source of water supply. This accounts for about half of all Americans.

Natural sources of freshwater that seep into the ground include (1) areal recharge from precipitation that percolates through the unsaturated zone to the water table  and (2) losses of water from streams and other surface water bodies like lakes and wetlands. Between a negligible portion and roughly half of the average annual precipitation, there is areal recharge.

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Oxidation Inhibitors are antioxidant additives that slow the degradation
of the oil stock by oxidation?

Answers

Answer: True

Explanation:

Oil oxidation is a process that all oil goes through and involves a series of chemical reactions between compounds in the oil and oxygen that lead to the quality of the oxygen falling. In other words, oxidation degrades oil.

Even though this is a process that all oil goes through and one that cannot be stopped, it's pace can be reduced. One way of doing this is by adding oxidation inhibitors which are antioxidant additives that work to slow the degradation  of the oil stock by oxidation.

Discuss the exciton roles in silicon solar cell

Answers

Excitons play a crucial role in silicon solar cells and are involved in several processes that contribute to the generation of electricity. Here are some key roles of excitons in silicon solar cells:

1. Absorption of Photons: When photons from sunlight strike the silicon material of a solar cell, they can be absorbed by silicon atoms, promoting an electron from the valence band to the conduction band. This process creates an exciton—a bound electron-hole pair.

2. Exciton Diffusion: After absorption, excitons can diffuse through the silicon material, moving towards the region of the solar cell where charge separation occurs. This diffusion process allows excitons to reach the vicinity of the p-n junction, where the separation of charges takes place.

3. Exciton Dissociation: At the p-n junction of a silicon solar cell, excitons can undergo dissociation. The electric field created by the junction separates the electron and hole of the exciton, allowing them to move freely in opposite directions as charge carriers.

4. Electron and Hole Transport: Once the exciton is dissociated, the free electron and hole can move independently within the solar cell. They are transported through the silicon material to the respective electrodes, creating an electric current that can be harnessed for external use.

5. Recombination: Excitons can also undergo recombination, where the electron and hole recombine, releasing energy in the form of light or heat. Recombination is undesirable in solar cells as it reduces the overall efficiency of the device.

To enhance the efficiency of silicon solar cells, various strategies are employed to minimize exciton recombination and improve exciton dissociation and charge carrier transport. These include the use of anti-reflection coatings, surface passivation techniques, and optimization of the device structure.

Overall, excitons play a vital role in the absorption and conversion of sunlight into electrical energy in silicon solar cells. Understanding and controlling exciton dynamics are essential for improving the performance of solar cells and advancing the field of photovoltaics.

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1.3. If the surface tension coefficient of a fluid is 0,07 N/m and the radius
of the droplet is 2,5 mm. calculate:
1.3.1 surface tension force
(2)
1.3.2 difference in pressure of the droplet
(1)​

Answers

Answer:

A) F = 0.011 N

B) ΔP = 5.6 N/m²

Explanation:

We are given;

surface tension coefficient; S = 0.07 N/m

Radius; r = 2.5 mm = 0.025 m

A) Formula to find the surface tension force(F) is given by;

F = SL

Where L is effective length = 2πr

F = 0.07 × 2π × 0.025

F = 0.011 N

B) Formula for difference in pressure droplet is;

ΔP = 2S/r

Thus;

ΔP = (2 × 0.07)/0.025

ΔP = 5.6 N/m²

26 V is measured across a 220 Ω resistance. This means that resistor current equals ________. Group of answer choices 1.2 A 57 A 118 mA 5.7 A

Answers

You can use ohm’s law
I=V/R

water "bubbles up" h2 = 9 in. above the exit of the vertical pipe attached to three horizontal pipe segments. The total length of the 1.75-in.- diameter galvanized iron pipe between point (1) and the exit is 21 inches. Determine the pressure needed at point (1) to produce this flow.
Assume h3 = 18 in.

water "bubbles up" h2 = 9 in. above the exit of the vertical pipe attached to three horizontal pipe segments.

Answers

The pressure needed at point (1) to produce the flow where water "bubbles up above the exit of the vertical pipe attached to three horizontal pipe segments is 0.750 psi.

What is Bernoulli's equation?

The Bernoulli's equation for incompressible fluid can be given as,

\(P_1+\dfrac{1}{2}\rho v_1^2+\rho gh_1=P_2+\dfrac{1}{2}\rho v_2^2+\rho gh_2\)

Here, ρ is density of fluid, g is acceleration due to gravity, (P) is the pressure v is velocity, h is height of elevation and subscript (1 and 2) is used for point 1 and 2.

Water "bubbles up" h2 = 9 in.  Above the exit of the vertical pipe attached to three horizontal pipe segments.

The total length of the 1.75-in.- diameter galvanized iron pipe between point (1) and the exit is 21 inches. h3 = 18 in.

Reynolds number is,

\(R_e=\dfrac{V_3D}{v}\\R_e=\dfrac{4.01\dfrac{0.75}{12}}{1.21\times10^{-15}}\\R_e=2.07\times10^4\)

The formula for the ratio of pressure to radius, when pressure and velocity at point 2 is zero can be given as,

\(\dfrac{p_1}{r}=z_2\left(f\dfrac{l}{d}+\sum k_L\right)\dfrac{v^2}{2g}-\dfrac{v_1^2}{2g}\)

Here, f=0.039 and ∑K(L)=4.5. Put the values,

\(\dfrac{p_1}{r}=\dfrac{7}{12}\left(0.03\dfrac{21}{0.75}+4.5-1\right)\dfrac{4.01^2}{2\times32.2}\\\dfrac{p_1}{r}=1.73\rm\; ft\)

Put the value of r we get,

\(p_1=62.4\times1.73\\p_1=108\rm\; ib/ft^2\\p_1=0.750\rm\; psi\)

The pressure needed at point (1) to produce the flow where water "bubbles up above the exit of the vertical pipe attached to three horizontal pipe segments is 0.750 psi.

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DİGİTAL LOGİC DESİGN

Answers

Answer:

Uh- dude if you think I'm gonna download that, think twice...

not downloading that lol anyways haha

When a water regulating valve is used to control the head pressure of a water-cooled system, the valve's spring is acting against which pressure to modulate the water flow?

Answers

Answer: The head pressure of the system

Explanation:

the most notable aspect in managing C/N for downlink designs is

Answers

Answer:

Explanation:

In satellite communications, downlink is the establishment of a communications link from an orbiting satellite down to one or more ground stations on Earth. Contrast with uplink.

Chemical compounds that are created by a string or smaller repeating units are

I NEED THIS ANSWER NOW IM ON A TIME LIMIT

Answers

A polymer. The smaller units making up polymers are called monomers

How is the foundation for a skyscraper different from a house?

Answers

Answer:

Shallow foundations, often called footings, are usually embedded about a metre or so into soil. ... Another common type of shallow foundation is the slab-on-grade foundation where the weight of the structure is transferred to the soil through a concrete slab placed at the surface.

Explanation:

Because I said so.

Represent (finite) sets of integers as pairs in ML. The first element of the pair is an
int list indicating the universe the set is drawn from; the second element of the pair is a
bool list indicating which elements of the universe are in the set. Hence, our sets have
type int list * bool list. For example, the value
([1,3,5,7,9],[true,false,true,false,true]) represents the set {1, 5, 9}
drawn from the universe of {1, 3, 5, 7, 9}. The order of integers in the int list is
irrelevant, so ([3,7,1,9,5],[false,false,true,true,true]) also represents
the set {1, 5, 9}. The empty set can be written as ([],[]).
Two invariants must be maintained on all sets represented in this way, as a pair of lists (L, B):
·No element may appear more than once in L.
·The two lists L and B must have the same length.
Please complete 3 & 4 in SML
(3) subset
This function tests whether one set is a subset of another. For example,
subset(([2,7,5],[false,true,false]),([7,4],[true,true])) returns
true because {7} is a subset of {7, 4}.
(4) equals
This function tests whether two sets are equal. For example,
equals(([9,7,5],[false,true,true]), ([5,7,2],
[true,true,false])) returns true because {7,5} equals {5,7}.

Answers

Subset function tests whether one set is a subset of another and equals function tests whether two sets are equal. The following code demonstrates the implementation of these two functions in SML using the given definition of sets represented as pairs of lists.```
fun subset ((l1, b1) : int list * bool list, (l2, b2) : int list * bool list) =
   let
       fun containsAllElement (el : int, l : int list) =
           if l = [] then false
           else if hd(l) = el then true
           else containsAllElement(el, tl(l))
       fun helper ((l1, b1) : int list * bool list, (l2, b2) : int list * bool list) =
           if l2 = [] then true
           else if b2 = [] then false
           else if hd(b2) andalso not(contains All Element(hd(l2), l1)) then false
           else helper((l1, b1), (tl(l2), tl(b2)))
   in
       if b1 = [] then true
       else if (List.length b1) <> (List.length b2) then false
       else helper((l1, b1), (l2, b2))
   end;
fun equals ((l1, b1) : int list * bool list, (l2, b2) : int list * bool list) =
   if (subset((l1, b1), (l2, b2))) andalso (subset((l2, b2), (l1, b1))) then true
   else false;
```Note: The functions are defined inside a local block in order to limit the scope of helper functions (containsAllElement and helper) which are used only in the implementation of subset function.

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A wind tunnel is used to study the flow around a car. The air is drawn at 60 mph into the tunnel. (a) Determine the pressure in the test section as determined by the manometer. (b) Determine the pre

Answers

Answer:

The answer is below

Explanation:

The complete question is attached.

a) Bernoulli equation is given as:

\(P+\frac{1}{2}\rho V^2+ \rho gz=constant\\\\\frac{P}{\rho g} +\frac{V^2}{2g} +z=constant\\\)

Where P = pressure, V = velocity, z = height, g = acceleration due to gravity and ρ = density.

\(\frac{P}{\rho g} +\frac{V^2}{2g} +z=constant\\\\\frac{P}{\gamma} +\frac{V^2}{2g} +z=constant\\\\\frac{P_1}{\gamma} +\frac{V_1^2}{2g} +z_1=\frac{P_2}{\gamma} +\frac{V_2^2}{2g} +z_2\\\\but \ z_1=z_2,P_1=0,V_1=0,V_2=60\ mph=88\ ft/s. Hence:\\\\\frac{P_2}{\gamma} =-\frac{V_2^2}{2g} \\\\P_2=\gamma*-\frac{V_2^2}{2g} =\rho g*-\frac{V_2^2}{2g} \\\\P_2=-\frac{V_2^2}{2}*\rho=-\frac{(88.8\ ft/s)^2}{2} * 0.00238\ slug/ft^3=-9.22\ lb/ft^2\\\\P_2+\gamma_{H_2O}h-\gamma_{oil}(1/12 \ ft)=0\\\\\)

\(\gamma_{oil}=0.9\gamma_{H_2O}=0.9*62.4\ lb/ft^3=56.2\ lb/ft^3\\\\Therefore:\\\\-9.22\ lb/ft^2+62.4\ lb/ft^3(h)-56.2\ lb/ft^3(1/12\ ft)=0\\\\h=0.223\ ft\)

b)

\(\frac{P}{\gamma} +\frac{V^2}{2g} +z=constant\\\\\frac{P_2}{\gamma} +\frac{V_2^2}{2g} +z_2=\frac{P_3}{\gamma} +\frac{V_3^2}{2g} +z_3\\\\but \ z_3=z_2,V_3=0,V_2=60\ mph=88\ ft/s. \\\\\frac{P_2}{\gamma}+\frac{V_2^2}{2g} = \frac{P_3}{\gamma}\\\\\frac{P_3-P_2}{\gamma}=\frac{V_2^2}{2g} \\\\P_3-P_2=\frac{V_2}{2g}*\gamma=\frac{V_2^2}{2g}*\rho g\\\\P_3-P_2=\frac{V_2}{2}*\rho=\frac{(88\ ft/s^2)^2}{2}*0.00238\ slg\ft^3\\\\P_3-P_2=9.22\ lb/ft^2\)

A wind tunnel is used to study the flow around a car. The air is drawn at 60 mph into the tunnel. (a)

ech a says that brake shoe linings saturated with brake fluid from a leaky wheel cylinder can be cleaned with brake cleaner and reused as long as they aren’t worn out. tech b says that brake shoes should be replaced in axle sets. who is correct?

Answers

Based on the information provided, the technician who is correct is: B. Technician B.

What is a braking system?

A braking system can be defined as a mechanical system which comprises various components that are designed and developed to bring an automobile vehicle in motion to a stop, when applied by a driver.

How to diagnose a brake system?

In order for a technician to diagnose a brake system, the following symptoms should be adequately and appropriately checked and used by the technician:

NoisesSmellsAbnormal brake pedal movements.Improper braking action.

Based on the information provided, we can reasonably infer and logically deduce that the technician who is correct is Technician B because brake shoes are to be replaced in axle sets.

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Complete Question:

Tech a says that brake shoe linings saturated with brake fluid from a leaky wheel cylinder can be cleaned with brake cleaner and reused as long as they aren’t worn out. tech b says that brake shoes should be replaced in axle sets. who is correct?

Technician A.

Technician B.

Neither Technician A nor Technician B

Both Technician A and Technician B

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