When an aircraft pitches up, the angle of attack of the tailplane will increase. This is because the pitch motion causes the airflow to strike the tailplane at a higher angle, which increases the angle of attack. This increase in angle of attack creates more lift on the tailplane, which helps to balance the pitching moment caused by the pitch motion.
Option D is correct answer
The angle of attack of the tailplane does not depend solely upon the rigger's angle of incidence. While the angle of incidence of the tailplane is an important factor in determining its overall performance, it is not the only factor that affects the angle of attack. Other factors, such as the aircraft's speed, weight, and center of gravity, also play a role in determining the angle of attack of the tailplane.In general, the tailplane is designed to maintain a constant angle of attack during normal flight conditions. This helps to provide a stable and predictable flight performance, which is essential for safe and efficient aircraft operation. However, during certain flight maneuvers, such as takeoff, landing, and aerobatics, the angle of attack of the tailplane may need to be adjusted in order to achieve the desired flight characteristics. This can be done through the use of control surfaces, such as elevators and trim tabs, which allow the pilot to adjust the angle of attack of the tailplane as needed.For such more question on tailplane
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Evan is building a toy rocket. He wants to fill the rocket with high-pressure water in order to launch it into the air. Which of the following materials would be the best choice for constructing the outside of the rocket?
A.
a cardboard box
B.
a small paper garbage bag
C.
a two-liter plastic bottle
D.
a small plastic garbage bag
Q1-A Lossless transmission line is 80 cm long and operates at a frequency of 500 MHz. Two line parameters are L=0.15μH/m and C=90pf/m. Find the characteristic impedance the phase constant, the velocity on the line, and the input impedance for ZL =80 Ω
The characteristic impedance, the phase constant, the velocity on the line, and the input impedance are respectively;
A) Z_o = 40.82 Ω
B) β = 11.543 rad/m
C) v_p = 2.72 × 10^(8) m/s
D) Z_in = 115.91 Ω
We are given;
Inductance; L = 0.15 μH/m = 0.15 × 10^(-6) H/m
Capacitance; C = 90 pf/m = 90 × 10^(-12) f/m
Frequency; f = 500 MHz = 500 × 10^(6) Hz
Load impedance; Z_l = 80 Ω
Length of transmission line; l = 80cm = 0.8m
A) Formula for characteristic impedance is;
Z_o = √(L/C)
Thus;
Z_o = √((0.15 × 10^(-6))/(90 × 10^(-12)))
Z_o = 40.82 Ω
B) Formula for the phase constant is;
β = ω√(LC)
Where;
ω = 2πf
Thus;
β = (2π × 500 × 10^(6))√(0.15 × 10^(-6) × 90 × 10^(-12))
β = 11.543 rad/m
C) Formula for phase velocity is;
v_p = ω/β
v_p = (2π × 500 × 10^(6))/11.543
v_p = 2.72 × 10^(8) m/s
D) Formula for the input impedance is;
Z_in = Z_o[(Z_l + Z_o*tanβl)/(Z_o + Z_l*tanβl)]
Z_in = 40.82[(80 + 40.82*tan(11.543*0.8))/(40.82 + 80*tan(11.543*0.8))]
Z_in = 40.82(72.1335/25.4031)
Z_in = 115.91 Ω
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Consider the one time pad encryption scheme for binary strings of length 3. This is defined as follows: Gen: k< (0,1)3 Enc(k, m1 m2 m3): For i in 1 to 3: cm, k₁ = m, +k, mod 2 (where k, is the ith bit of k). Dec(k, C1C2C3): For i in 1 to 3: m₁ = c, k = c +k, mod 2 (where k, is the ith bit of k).
(a) For ciphertext = 101, list out all key / message pairs, (k, m), such that Enc(k, m) = c
(b) what is Pr [Enc(k,111)=101]?
K < {0,1}³
List of all key/message pairs, (k, m), such that Enc(k, m) = 101:Enc(k, m) = 101, k = 100
m = 001, k₁ = 1, k₂ = 0, k₃ = 0Enc(k, m) = 101, k = 011
m = 110, k₁ = 0, k₂ = 1, k₃ = 1
Enc(k, m) = 101, k = 111
m = 010, k₁ = 1, k₂ = 1, k₃ = 1(
What is Pr[Enc(k, 111) = 101]?Since k is chosen uniformly at random, and there are 8 possible keys, each key is chosen with probability 1/8. Now we'll find the number of keys k such that Enc(k, 111) = 101. For each of the three bits, there are two possible values. If we know the value of k at two positions, we can determine the value of k at the third position to get the desired ciphertext. As a result, there are 2² = 4 keys that have the desired property, namely, k = 011, 101, 110, or 000. Each of these keys is equally likely to be chosen, therefore, the probability is 4/8 or 1/2.Pr[Enc(k, 111) = 101] = 1/2
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Describe the different methods that mine-owners used to remove water from their mines in the 18th century. Explain why the mine-owners were always looking for new methods to remove this water.
When trying to prevent a rollover, it is important that the driver does not
A. overcorrect
B. grab the steering wheel
C. slam the brakes
D. undercorrect
Can someone help me please?
Avionics mechanics do which of the following tasks?
a. cargo inspection for safety
b. design improvements to the aircraft's engine
c. inspect the aircraft's interior
d. engine and landing gear maintenance and repair
Answer:
I think the answer is B. but I'm not 100% sure.
Answer:
engine and landing gear maintenance and repair
Explanation:
a liquid with a viscosity of 1.381 x 10-3 kg/ m s flows through a horizontal stainless steel pipe that is 25 m long and has a diameter of 2 cm. the liquid flows with a volumetric flow rate of 0.006 m3 /s. what is the pressure drop and head loss in the pipe? how much pumping power must be added to the flow to overcome the pressure loss?
The Darcy-Weisbach equation is used to determine the pressure drop in circular pipes: When Re2300, the flow is seen as laminar. The friction factor f in a laminar flow is computed using the formula f=64/Re.
The frictional loss in the hydro pipeline is known as the pipe head loss, and it is stated as a percentage of the available head. Water traveling through a pipe faces pressure loss due to friction, just like any viscous fluid does. The relationship between pressure drop and flow rate is reciprocal. The pressure drop increases with flow rate through a constriction. On the other hand, the pressure decrease is proportional to the flow rated.
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The effective temperature of a body having an area on 0.12 m² is 527°C what is the total rate of energy emission?
The total rate of energy emission is 2786.9 W.
Total Rate of Energy EmissionRadiation is a type of heat transfer where the heat energy is conveyed from photons or electromagnetic waves. The rate of energy emission can be calculated multiplying the Stefan–Boltzmann law (σ\(*T^4\)) by area (A). Therefore, you have:
Total Rate of Energy Emission (E)= σ\(*A*T^4\), where:
σ = Stefan–Boltzmann constant = \(5.67*10^{-8}\) \(\frac{W}{m^2K^4}\)
A= area
T=temperature (K)
For solving this exercise, you should apply this formula. For your question:
σ = Stefan–Boltzmann constant = \(5.67*10^{-8}\) \(\frac{W}{m^2K^4}\)
A= 0.12 m²
T=527+273=800 K
Thus, the Total Rate of Energy Emission (E) will be:
E=σ\(*A*T^4\)
\(E=(5.67*10^{-8}\frac{W}{m^2K^4})*(0.12*m^{2} )*(800K)\\ \\ E=2786.9 W\)
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In a hot water heating system, there is a cylindrical pipe of length 28 m and diameter 5 cm. Find the total radiating surface in the system.
To find the total radiating surface in the hot water heating system, we need to calculate the surface area of the cylindrical pipe.
Calculate the circumference of the cylindrical pipe. Circumference = 2 * π * radius Given that the diameter is 5 cm, the radius is half of the diameter, which is 2.5 cm.
Circumference = 2 * π * 2.5 cm
= 15.7 cm Calculate the total length of the cylindrical pipe. Given that the length of the pipe is 28 m, we need to convert it to centimeters.
Total length = 28 m * 100 cm/m
= 2800 cm
Calculate the total surface area.
Surface area = circumference * length Surface area
= 15.7 cm * 2800 cm
= 43960 cm²
The total radiating surface in the hot water heating system is 43960 cm².
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Which of the following statements are true? (Select all that apply.)
When the temperature change during a process is large and the specific heats vary nonlinearly with temperature, the constant-specific-heat assumption is preferred. -Errors introduced by the constant-specific-heat assumption are minimized when the specific heat values are evaluated at room temperature. -When the specific heats are independent of temperature, the constant-specific-heat assumption produces exact answers. -For monatomic ideal gases, the constant specific-heat assumption introduces no error. -The accuracy of using the constant-specific-heat assumption is usually sufficient if the temperature range is not greater than a few hundred degrees.
The specific heat capacity is defined as the quantity of heat (J) absorbed per unit mass (kg) of the material when its temperature increases 1 K (or 1 °C), and its units are J/(kg K) or J/(kg °C)
What is specific heat capacity?The amount of heat needed to raise a substance's temperature by one degree Celsius per gram. In general, specific heat is expressed in calories or joules per gram per degree Celsius. For instance, the specific heat of water is 1 calorie (4.186 joules) per gram per degree Celsius. The notion of specific heat was developed in the 18th century by the Scottish scientist Joseph Black, who noted that equivalent masses of various substances required varying quantities of heat to raise them across the same temperature range.Early in the nineteenth century, Pierre-Louis Dulong and Alexis-Thérèse Petit of France made the case that calculating a substance's atomic weight is possible by measuring its specific heat. likewise see heat capacity.To learn more about specific heat capacity refer to
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draw a well labelled block diagram of a nuclear power station
Answer:
Here! I did an assignment about this a long time ago.
determine the total mass of nitrogen (n2), in kg, required to inflate all four tires of a vehicle, each to a gage pressure of 180 kpa at a temperature of 25oc. the volume of each tire is 0.6 m3, and the atmospheric pressure is 1 atm.
To determine the total quantity of nitrogen (N2) needed to fill a vehicle's four tires to a gage pressure 4 x 0.6 m3 x (180 kPa + 1 atm) x 0.028 kg/L x 0.028 kg/L = 48.48 kg is the needed mass of N2.
We must first know the capacity of each tire, which is 0.6 m3, in order to calculate the total amount of nitrogen (N2) needed to inflate all four tires of a car to a gage pressure of 180 kPa at a temperature of 25oC. The total pressure in each tire is 181 kPa when the ambient pressure of 1 atm is taken into account. The number of moles of nitrogen in each tire may then be determined using the ideal gas equation, PV = nRT, where n denotes the number of moles, R denotes the ideal gas constant, T is the temperature in Kelvin, and P and V denote the pressure and volume of the tire, respectively. We can determine the mass of nitrogen using its molar mass (28 g/mol).
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How is varnished timber shaped and cut?
A batch of 5% of food product has a moisture content of 150% dry basis. Calculate how much water must be removed from this product to reduce it's moisture content to 20% wet basis
To reduce the moisture content of the batch of food product from 150% on a dry basis to 20% on a wet basis, we need to remove 1.225 times the weight of the original batch in water.
To solve this problem, we can use the concept of moisture content on a dry basis and moisture content on a wet basis.
Let's first convert the given moisture content of 150% on a dry basis to moisture content on a wet basis:
Moisture content on a wet basis = (Weight of water / Total weight of the product) x 100%
150% = (Weight of water / (Weight of dry solids + Weight of water)) x 100%
Solving for the weight of water, we get:
Weight of water = 1.5 x Weight of dry solids
Next, we need to find the weight of dry solids in the original batch of food product. Since the batch is 5% of the total product weight, we can assume that the total weight of the product is 100 / 5 = 20 times the weight of the batch. Therefore, the weight of dry solids in the original batch is:
Weight of dry solids = 0.95 x Total weight of the product
Now, we can calculate the weight of water in the original batch of food product:
Weight of water = 1.5 x (0.95 x Total weight of the product) = 1.425 x Total weight of the product
To reduce the moisture content to 20% on a wet basis, we need to remove some amount of water from the product. Let's assume that the final weight of the product remains the same as the original weight. Then, we can write:
Weight of water in the final product = 0.2 x Final weight of the product
The amount of water that needs to be removed from the original batch to achieve the desired moisture content can be calculated as:
Amount of water to be removed = Weight of water in the original batch - Weight of water in the final product
= 1.425 x Total weight of the product - 0.2 x Total weight of the product
= 1.225 x Total weight of the product
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Horizontal shear forces and, consequently, horizontal shear stresses are caused in a flexural member at those locations where the internal bending moment is changing along the beam span. The imbalance in the bending stress resultant forces acting on a portion of the cross-section demands an internal horizontal shear force for equilibrium.
a. True
b. False
Answer:
False
Explanation:
When the horizontal shear forces act on the surface there is transverse shear stress at a particular point which is equal in magnitude. Pure bending is less common than a non uniform bending because the beam is not in equilibrium.
A nuclear power plant has the following name plate information: electric power generation capacity 1.1 GWe, with thermal to electrical conversion efficiency of 33.33%. The reactor core consists of 110 metric tons of 100% pure UO2. The uranium in UO2 is enriched in 235U to 5% and the rest is 238U. Typically, in a nuclear power plant a single fission releases 200 MeV of thermal energy. Note that 1 eV = 1.6 X 10-19 J.
Now answer the following questions:
How much thermal power (GW) is needed to produce the rated electric power? (Points 3) (i) 1.3 (ii) 2.3 (iii) 3.3 (iv) 4.3 (v) 5.3
What is the rate of fission (fissions/sec, approx.) reaction necessary to produce this power? (Points 3) (i) 10^5 (ii) (ii) 10^10 (iii) 10^15 (iv) 10^20 (v) 10^25
How much is the molecular weight of fuel (g/mole, approx..). (Points 3) (i) 32 (ii) 235 (iii) 238 (iv) 270 (v) 300
What is the number of 235U moles (approx.) in the fuel/core. (Points 3) Ans. (i) 10382 (ii) 15382 (iii) 20382 (iv) 25382 (v) 30382
The thermal power needed to produce the rated electric power of 1.1 GWe is approximately 3.3 GW. To achieve this, a rate of fission reactions of approximately 10^20 fissions per second is required. The molecular weight of the fuel (UO2) is approximately 270 g/mole. The number of 235U moles in the fuel/core is approximately 20382 moles.
Thermal power needed to produce 1.1 GWe electric power:
Electric power generation capacity = 1.1 GWeThermal to electrical conversion efficiency = 33.33%Thermal power needed = Electric power / Efficiency = 1.1 GWe / 0.3333 = 3.3 GWRate of fission reactions necessary to produce this power:
Energy released per fission = 200 MeVConvert energy to Joules: 200 MeV * 1.6 X 10^-19 J/eV = 3.2 X 10^-11 JThermal power needed = Rate of fission * Energy released per fissionRate of fission = Thermal power needed / Energy released per fissionRate of fission ≈ 3.3 GW / 3.2 X 10^-11 J = 1.03125 X 10^19 fissions/sec ≈ 10^20 fissions/secMolecular weight of fuel (UO2):
UO2 consists of uranium (U) and oxygen (O)Atomic mass of U = 235 (enriched) or 238 (non-enriched) g/moleAtomic mass of O = 16 g/moleMolecular weight of UO2 = 235 (or 238) + 2 * 16 = 267 (or 270) g/moleNumber of 235U moles in the fuel/core:
Total uranium in UO2 = 110 metric tons = 110,000,000 gEnrichment of 235U = 5%Mass of 235U = 5% of total uranium = 0.05 * 110,000,000 g = 5,500,000 gMoles of 235U = Mass / Atomic mass = 5,500,000 g / 235 g/mole ≈ 23382 molesAs there is also some 235U in the 238U, we add an approximate 2000 moles (considering the enrichment and molecular weights)Total 235U moles ≈ 23382 moles + 2000 moles ≈ 20382 molesTo produce a rated electric power of 1.1 GWe, the nuclear power plant requires approximately 3.3 GW of thermal power. This necessitates a rate of fission reactions of approximately 10^20 fissions per second. The fuel used in the reactor core is UO2 with a molecular weight of approximately 270 g/mole. Additionally, there are approximately 20382 moles of 235U in the fuel/core.
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Determine whether each graph has an Euler path and whether it has an Euler circuit. Write "Yes" or "No" in each blank space. Write the degree of each vertex. Write the degree of each vertex at each of the vertices.
Without specific details or descriptions of the graphs, it is not possible to determine whether each graph has an Euler path or an Euler circuit, or to provide the degree of each vertex.
Is it possible to determine the presence of an Euler path or an Euler circuit in a graph without knowing its specific details or descriptions?Determining the presence of an Euler path or an Euler circuit in a graph requires knowledge about the specific details and connections of the graph.
This includes information about the number of vertices, edges, and the connections between them.
Without this information, it is not possible to determine whether an Euler path or an Euler circuit exists.
Additionally, determining the degree of each vertex requires knowledge of the specific graph structure.
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I need help figuring out 50 x 305982 x 57 to cut the wood for school project
For your school project, you will need around 875,951,100 cubic units of wood.
How to determine size of wood?To determine the size of wood, you need to measure its dimensions. The dimensions of wood are typically expressed as thickness (T), width (W), and length (L).
To find the volume of the wood you need, you can multiply the three dimensions together:
50 x 305982 x 57 = 875951100
So the volume of the wood needed for your school project is approximately 875,951,100 cubic units (depending on the units used for the measurements).
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assume that the system is excited by torques of the following form M₁(t) = 0, M2(t) = M₂eit. Derive expressions for the frequency response 1(w) and 02(w) and plot their magnitudes versus excitation frequency w.
Therefore, the expression for 02(w) is: 02(w) = 2π * M₂ * δ(w - ω). The plot will show a vertical line at ω with a magnitude of 2π * M₂.
To derive expressions for the frequency response 1(w) and 02(w) and plot their magnitudes versus excitation frequency w, we need to consider the system's response to the given torque excitations.
Let's assume that the system's response can be represented by the following equations:
θ₁(w) = 1(w) * M₁(w)
θ₂(w) = 02(w) * M₂(w) * e^(iωt)
Here, θ₁(w) represents the response of the system to M₁(t) and θ₂(w) represents the response to M₂(t). M₁(w) and M₂(w) are the Fourier transforms of M₁(t) and M₂(t) respectively.
For M₁(t) = 0, its Fourier transform M₁(w) will also be 0.
For M₂(t) = M₂ * e^(iωt), its Fourier transform M₂(w) can be represented as a Dirac delta function:
M₂(w) = 2π * M₂ * δ(w - ω)
Now, let's substitute these values into the equations for θ₁(w) and θ₂(w):
θ₁(w) = 1(w) * 0 = 0
θ₂(w) = 02(w) * (2π * M₂ * δ(w - ω)) * e^(iωt)
= 2π * M₂ * 02(w) * δ(w - ω) * e^(iωt)
Comparing the above equation with the general form of the frequency response, we can conclude that 02(w) is the frequency response of the system to the torque M₂(t) = M₂ * e^(iωt).
Now, let's plot the magnitude of 02(w) versus the excitation frequency w. Since the magnitude of a Dirac delta function is infinity at the point where it is located, we can represent the magnitude of 02(w) as a vertical line at the excitation frequency ω.
Note: The frequency response 1(w) was not derived in this case as M₁(t) is zero, resulting in no contribution to the response.
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Employees cannot be held legally responsible for an environmental violation.
Answer:
It does not take into consideration what the responsible party knew about the law or regulation they violated. Environmental criminal liability is triggered through some level of intent.
In regards to whether an employee can be held legally liable for environmental violations, this statement is False.
Environmental ViolationsThese are offences against existing environmental laws. Apply to those who commit it and those who willfully ignored the crime.This means that if an employee notices that a company is responsible for environmental violations, and does nothing about it, they could be held legally responsible for the violation as well.
In conclusion, this is true.
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What did the US and USSR agree on in the INF Treaty? They agreed to reduce nuclear weapons. They agreed that new European nations would be democratic. They agreed to tear down the Berlin Wall. They agreed that the USSR should break into several countries.
Answer:
they agreed to reduce nuclear weapons
Answer:
A
Explanation:
Edu 2023
why does the voltage fall from a certain point where the maximum voltage reached?
Answer:
closer the voltage gets to its peak
Explanation:
The closer the voltage gets to its peak, the slower it changes, meaning less current has to flow. When the voltage reaches a peak at point b, the capacitor is fully charged and the current is momentarily zero. Step 2 - After reaching a peak, the voltage starts dropping.
The voltage falls from a certain point where the maximum voltage is reached due to high resistance in the electrical wiring or connectors.
What is voltage?Charged electrons (current) are pushed through a conducting loop by the pressure of the power source in an electrical circuit, allowing them to perform tasks like lighting a lamp.
Less current must flow since the voltage fluctuates more slowly as it approaches its peak. The capacitor is fully charged, and the current is briefly zero when the voltage hits a peak at the point. Another reason for it can be a circuit component that is broken
Therefore, if the voltage drop is more than the parameter's upper limit, there is a fault in the circuit. High resistance in the electrical wires or connectors is the cause of this issue.
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.If aligned and continuous carbon fibers with a diameter of 6.90 micron are embedded within an epoxy, such that the bond strength across the fiber-epoxy interface is 17 MPa, and the shear yield strength of the epoxy is 68 MPa, compute the minimum fiber length, in millimeters, to guarantee that the fibers are conveying an optimum fraction of force that is applied to the composite. The tensile strength of these carbon fibers is 3960 MPa.
Answer:
the required minimum fiber length is 0.80365 mm
Explanation:
Given the data in the question;
Diameter D = 6.90 microns = 6.90 × 10⁻⁶ m
Bond strength ζ = 17 MPa
Shear yield strength ζ\(_y\) = 68 Mpa
tensile strength of carbon fibers \(6t_{fiber\) = 3960 MPa.
To determine the minimum fiber length we make use of the following relation;
L = (\(6t_{fiber\) × D) / 2ζ
we substitute our given values into the equation;
L = ( 3960 × 6.90 × 10⁻⁶) / (2 × 17 )
L = 0.027324 / 34
L = 0.000803647 m
L = 0.000803647 × (1000) mm
L = 0.80365 mm
Therefore, the required minimum fiber length is 0.80365 mm
Liquid water flows isothermally at 20°C through a one-inlet, one-exit duct operating at steady state. The duct’s inlet and exit diameters are 0.02 m and 0.1 m, respectively. At the inlet, the velocity is 10 m/s and pressure is 1 bar. At the exit, determine the mass flow rate, in kg/s, and velocity, in m/s.
The continuity equation allows finding the results for the speed and flow of the outlet pipe are:
Q = 3.14 kg / s v₂ = 0.4 m / s
Fluid mechanics studies the movement and fluid dynamics, it is described by two fundamental relationships:
The Bernoulli equation that an expression of the energy conservation\(P_1 + \frac{1}{2} \rho v_1^2 + \rho g y_1 = P_2 + \frac{1}{2} \rho v_2^2 + \rho g y_2\)
Where P is the pressure, v the velocity, y the height, the subscripts are two selected points of interest in the pipe.
The continuity equation which is an expression that our principle of mass conservation for fluids
\(A_1v_1 = A_2 v_2\)
Where A₁ and A₂ is the area of the inlet and outlet pipes and v₁ and v₂ are the velocities of the fluid at the inlet and outlet
They indicate the inlet and outlet diameters of the pipe are d₁ = 0.02 m and d₂ = 0.1 m, the inlet velocity v₁ = 10 m / s, with the continuity equation let's find the outlet velocity
\(v_2 = ( \frac{A_1}{A_2} )^2 \ v_1\)
the cross section of the tavern is
A = \(\pi r^2 = \pi \ d^2/4\)
Where r is the radius and d is the diameter
Let's substitutes
\(v_2 = (\frac{d_1}{d_2} )^2 \ v_1\)
\(v_2 = (\frac{0.02}{0.1} )^2 \ 10\)
v₂ = 0.4 m / s
The flow (Q) is defined as the amount of liquid that passes through the section of the pipe per unit of time, we can see that this is the same conservation of mass, therefore
Q = A v
Q = \(\pi \frac{d_2^2}{4} \ v_2\)π d2 ^ 2 v2
Q = \(\pi \ \frac{0.1^2}{4} \ 0.4\)
Q = 3.14 10⁻³ m ^ 3 / s
As the transported liquid is water
1 liter water = 1 kg
Consequently
1 m³ = 1000 liter = 1000 kg of water
Let's reduce the flow
Q = 3.14 10⁻³ m³/s ( \(\frac{10^3 kg}{1 m^3}\) )
Q = 3.14 kg / s
In conclusion using the continuity equation we can find the results for the speed and flow of the outlet pipe are:
v₂ = 0.4 m / s Q = 3.14 kg / s
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Question 3
Marked out of 1.00
Question text
When you sell a car, what do you need to do to tell the state that you are not liable for that car anymore, including parking tickets?
Select one:
a. Call the DMV and tell them you sold the car
b. On the "Title" of the car, fill out the "Release of Liability" form and mail it in as instructed on the form.
c. The person you are selling the car to will take care of it.
d. There is nothing to do; if you do not own the car anymore, it is not your responsibility.
Answer:
D
Explanation:
Your answer is D.There is nothing to do; if you do not own the car anymore, it is not your responsibility
A variable mesh screen produces a linear and axisymmetric velocity profile as indicated below in the air flow through a 2-ft diameter circular cross section duct. The static pressures upstream and downstream of the screen are 0.2 and 0.15 psi and are uniformly distributed over the flow cross section area. Neglecting the force exerted by the duct wall on the flowing air, calculate the screen drag force.
The term "drag force" refers to the resistive force that arises when a body moves through air or a fluid. The drag coefficient and drag force are intimately correlated.
Comparing drag force and air resistance?One example of the drag force, which is the force that objects experience when moving through a fluid, is air resistance (liquid or gas). Drag force, like kinetic friction, only manifests when an item is moving and is pointing in the opposite direction.
Is gravity a drag force?But as the person's speed rises, the drag force also does, until it reaches the point where it equals the gravitational force and produces a net force of zero.
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A body, with a volume of 2 m3, weighs 40 kN.
Determine its weight when submerged in a liquid
with S 1.59.
Answer:
The weight of the body when submerged in the liquid will be (40 kN) * (1.59) = 63.6 kN.
Explanation:
if you set a magnetic compass on the table and spin its magnetic needle horizontally, its accelerating poles will emit an electromagnetic wave with which polarization?
If you spin the magnetic needle of a compass horizontally, its accelerating poles will emit an electromagnetic wave with circular polarization. Circular polarization means that the electric and magnetic fields of the wave rotate in a circular motion as it propagates through space. This type of polarization is created by the magnetic field oscillating perpendicular to the direction of propagation, which causes the electric field to rotate.
The direction of rotation can either be clockwise or counterclockwise, depending on the direction of the magnetic field. Circularly polarized waves have several applications in modern technology, including in satellite communication, remote system, and medical imaging.
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requires a mix of machines, equipment, energy and labor
Answer:
building?
Explanation:
Turning operations that require heavy material removal typically use what setting on the
engine lathe?