The schematic circuit diagram of the system to monitor the temperature and the program in C are provided below: Schematic circuit diagram of the system: Program in C:
```
#include
#include
#include
__CONFIG(0x1932);
#define LCD_PORT PORTB
#define RS RA4
#define EN RA5
#define TEMPERATURE RA3
int ADC_Read(int);
void Delay_LCD(unsigned int);
void LCD_Command(unsigned char);
void LCD_Data(unsigned char);
void LCD_Init(void);
void LCD_Clear(void);
void LCD_String(const char *);
void LCD_Char(unsigned char);
int main()
{
int result;
float temperature;
char buffer[10];
OSCCON=0x72;
TRISB=0;
TRISA=0xff;
LCD_Init();
while(1)
{
result=ADC_Read(3);
temperature=result*0.48828125; //0.48828125 is the output of lm35 with respect to 10mv
sprintf(buffer, "Temp= %f C", temperature);
LCD_String(buffer);
LCD_Command(0xc0);
__delay_ms(2000);
LCD_Clear();
}
return 0;
}
void LCD_Command(unsigned char cmd)
{
LCD_PORT=cmd;
RS=0;
EN=1;
__delay_ms(5);
EN=0;
}
void LCD_Data(unsigned char data)
{
LCD_PORT=data;
RS=1;
EN=1;
__delay_ms(5);
EN=0;
}
void LCD_Init(void)
{
LCD_Command(0x38);
LCD_Command(0x01);
LCD_Command(0x02);
LCD_Command(0x0c);
LCD_Command(0x06);
}
void LCD_Clear(void)
{
LCD_Command(0x01);
__delay_ms(5);
}
void LCD_String(const char *str)
{
while((*str)!=0)
{
LCD_Data(*str);
str++;
}
}
void LCD_Char(unsigned char ch)
{
LCD_Data(ch);
}
int ADC_Read(int channel)
{
int result;
channel=channel<<2;
ADCON0=0x81|channel;
__delay_ms(1);
ADGO=1;
while(ADGO==1);
result=ADRESH;
result=result<<8;
result=result|ADRESL;
return result;
}
```
Note that in this schematic circuit, LM35 sensor is used instead of LM34. They are quite similar, so the only difference is the output sensitivity. It should also be noted that the program in C language is written for PIC16F877A.
Know more about Program in C here:
brainly.com/question/30905580
#SPJ4
Question 5 (a) Draw the sketch that explain the changes occurs in the flow through oblique and normal shock waves? (5 marks) (b) The radial velocity component in an incompressible, two-dimensional flow (v, = 0) is: V, = 2r + 3r2 sin e Determine the corresponding tangential velocity component (ve) required to satisfy conservation of mass. (10 marks) (c) Air enters a square duct through a 1.0 ft opening as is shown in figure 5-c. Because the boundary layer displacement thickness increases in the direction of flow, it is necessary to increase the cross-sectional size of the duct if a constant U = 2.0 ft/s velocity is to be maintained outside the boundary layer. Plot a graph of the duct size, d, as a function of x for 0.0 SX S10 ft, if U is to remain constant. Assume laminar flow. The kinematic viscosity of air is v = 1.57 x 10-4 ft2/s. (10 marks) U= 2 ft/s 1 ft dux) 2 ft/s
Part a)The oblique shock wave occurs when a supersonic flow over a wedge or any angled surface. The normal shock wave occurs when a supersonic flow is blocked by a straight surface or an object.
The normal shock wave has a sharp pressure rise and velocity decrease downstream of the wave front, while the oblique shock wave has a gradual pressure rise and velocity decrease downstream of the wave front. The oblique shock wave can be calculated by the wedge angle and the Mach number of the upstream flow. The normal shock wave can be calculated by the Mach number of the upstream flow only. Part b)Given radial velocity component, V, = 2r + 3r2 sin e
Required tangential velocity component (v?) to satisfy conservation of mass. Here, u, = 0 and
v, = 2r + 3r2 sin e.
Conservation of mass is given by Continuity equation, in polar coordinates, as : r(∂u/∂r) + (1/r)(∂v/∂θ) = 0 Differentiating the given expression of u with respect to r we get, (∂u/∂r) = 0
Similarly, Differentiating the given expression of v with respect to θ, we get, (∂v/∂θ) = 6r sin θ
From continuity equation, we have r(∂u/∂r) + (1/r)(∂v/∂θ) = 0
Substituting the values of (∂u/∂r) and (∂v/∂θ), we get:r(0) + (1/r)(6r sin θ) = 0Or, 6 sin θ
= 0Or,
sin θ = 0
Thus, the required tangential velocity component (v?) to satisfy conservation of mass is ve = r(∂θ/∂t) = r(2) = 2r.
Part c)GivenU = 2.0 ft/s kinematic viscosity of air, v = 1.57 × 10-4 ft2/sAt x = 0
duct size, d1 = 1.0 ft
At x = 10 ft,
duct size, d2 = ?
Reynolds number for the laminar flow can be calculated as: Re = (ρUd/μ) Where, ρ = density of air = 0.0023769 slug/ft3μ = dynamic viscosity of air = 1.57 × 10-4 ft2/s
U = velocity of air
= 2.0 ft/s
d = diameter of duct
Re = (ρUd/μ)
= (0.0023769 × 2 × d/1.57 × 10-4)
For laminar flow, Reynolds number is less than 2300.
Thus, Re < 2300 => (0.0023769 × 2 × d/1.57 × 10-4) < 2300
=> d < 0.0726 ft or 0.871 inches or 22.15 mm
Assuming the thickness of the boundary layer to be negligible at x = 0, the velocity profile for the laminar flow in the duct at x = 0 is given by the Poiseuille’s equation:u = Umax(1 - (r/d1)2)
Here, Umax = U = 2 ft/s
Radius of the duct at x = 0 is r = d1/2 = 1/2 ft = 6 inches.
Thus, maximum velocity at x = 0 is given by:u = Umax(1 - (r/d1)2)
= 2 × (1 - (6/12)2)
= 0.5 ft/s
Let the velocity profile at x = 10 ft be given by u = Umax(1 - (r/d2)2)
The average velocity of the fluid at x = 10 ft should be U = 2 ft/s
As the boundary layer thickness increases in the direction of flow, it is necessary to increase the cross-sectional area of the duct for the same flow rate.Using the continuity equation,Q = A1 U1 = A2 U2
Where,Q = Flow rate of fluid
A1 = Area of duct at x
= 0A2
= Area of duct at x
= 10ftU1 = Velocity of fluid at x
= 0U2 = Velocity of fluid at x
= 10ft
Let d be the diameter of the duct at x = 10ft.
Then, A2 = πd2/4
Flow rate at x = 0 is given by,
Q = A1 U1 = π(1.0)2/4 × 0.5
= 0.3927 ft3/s
Flow rate at x = 10 ft should be the same as flow rate at x = 0.So,0.3927
= A2 U2
= πd2/4 × 2Or, d2
= 0.6283 ft = 7.54 inches
Thus, the diameter of the duct at x = 10 ft should be 7.54 inches or more to maintain a constant velocity of 2.0 ft/s.
To know more about velocity, visit:
https://brainly.com/question/30559316
#SPJ11
Determine the moment of this force about point B. Express your
answer in terms of the unit vectors i, j, and k.
The pipe assembly is subjected to the 80-NN force.
Given, The pipe assembly is subjected to the 80-NN force. We need to determine the moment of this force about point B using the unit vectors i, j, and k.In order to determine the moment of the force about point B, we need to determine the position vector and cross-product of the force.
The position vector of the force is given by AB. AB is the vector joining point A to point B. We can see that the coordinates of point A are (1, 1, 3) and the coordinates of point B are (4, 2, 2).Therefore, the position vector AB = (3i + j - k)We can also determine the cross-product of the force. Since the force is only in the y-direction, the vector of force can be represented as F = 80jN.Now, we can use the formula to determine the cross-product of F and AB.
The formula for cross-product is given as: A × B = |A| |B| sinθ nWhere, |A| |B| sinθ is the magnitude of the cross-product vector and n is the unit vector perpendicular to both A and B.Let's determine the cross-product of F and AB:F × AB = |F| |AB| sinθ n= (80 j) × (3 i + j - k)= 240 k - 80 iWe can see that the cross-product is a vector that is perpendicular to both F and AB. Therefore, it represents the moment of the force about point B. Thus, the main answer is 240k - 80i.
To learn more about force here:
brainly.com/question/13191643
#SPJ11
A vapor-compression refrigeration system utilizes a water-cooled intercooler with ammonia as the refrigerant. The evaporator and condenser temperatures are -10 and 40°C, respectively. The mass flow rate of the intercooler water is 0.35 kg/s with a change in enthalpy of 42 kJ/kg. The low-pressure compressor discharges the refrigerant at 700 kPa. Assume compression to be isentropic. Sketch the schematic and Ph diagrams of the system and determine: (a) the mass flow rate of the ammonia refrigerant, (b) the capacity in TOR, (c) the total compressor work, and (d) the COP.
In a vapor-compression refrigeration system with an ammonia refrigerant and a water-cooled intercooler, the goal is to determine the mass flow rate of the refrigerant, the capacity in TOR (ton of refrigeration), the total compressor work, and the coefficient of performance (COP).
To determine the mass flow rate of the ammonia refrigerant, we need to apply mass and energy balance equations to the system. The mass flow rate of the intercooler water and its change in enthalpy can be used to calculate the heat transfer in the intercooler and the heat absorbed in the evaporator. The capacity in TOR can be calculated by converting the heat absorbed in the evaporator to refrigeration capacity. TOR is a unit of refrigeration capacity where 1 TOR is equivalent to 12,000 BTU/hr or 3.517 kW.
The total compressor work can be calculated by considering the isentropic compression process and the pressure ratio across the compressor. The work done by the compressor is equal to the change in enthalpy of the refrigerant during compression. The COP of the refrigeration system can be determined by dividing the refrigeration capacity by the total compressor work. COP represents the efficiency of the system in providing cooling for a given amount of work input. Schematic and Ph diagrams can be sketched to visualize the system and understand the thermodynamic processes involved. These diagrams aid in determining the properties and states of the refrigerant at different stages of the cycle.
Learn more about mass flow from here:
https://brainly.com/question/30763861
#SPJ11
A single stage reciprocating compressor takes 1m of air per minute and 1.013 bar and 15°C and delivers at 7 bar. Assuming Adiabatic law (n=1.35) and no clearance. Calculate: 1.1. Mass flow rate (1.226 kg/min) 1.2. Delivery Temperature (475.4 K) 1.3. Indicated power (4.238 kW) This same compressor is now driven at 300 rpm, has a stroke to bore ratio of (1,5:1), it has a mechanical efficiency for the compressor of 85% and motor transmission efficiency of 90%. Calculate: 1.4. Volume per cycle (0.00333 m²/cycle) 1.5. Cylinder bore diameter (141.4 mm) 1.6. Power to the compressor (4.99 kW) 1.7. Motor power needed (5.54 kW) 1.8. The isothermal power (3.265 kW) 1.9. The isothermal efficiency (77%)
Therefore, the delivery temperature is 475.4 K.1.3. Calculation of Indicated Power The indicated power of the compressor can be calculated using the formula, Power = P * Q * n Where P is the pressure, Q is the flow rate, and n is the polytropic index.
Motor power = Power to compressor / η_tHere,
Power to compressor = 4.99 kW and
η_t = 0.90
So, the motor power needed is 5.54 kW.1.8. Calculation of Isothermal Power Isothermal Power can be calculated using the formula, P1V1/T1 = P2V2/T2 So, the isothermal power is 3.265 kW.1.9.
Calculation of Isothermal Efficiency The isothermal efficiency can be calculated using the formula, Isothermal efficiency = (Isothermal power / Indicated power) * 100 Substituting the values, we get,
Isothermal efficiency = (3.265 / 4.238) * 100 = 77%
Therefore, the isothermal efficiency is 77%.
To know more about temperature visit:
https://brainly.com/question/7510619
#SPJ11
The specific volume of gasoline is approximately 0.0238 ft/ibm. Find (a) its density, lbm/ftº; (b) its specific weight, N/m; and (c) the mass of fuel in a 20-gal tank, lbm.
Given,
The specific volume of gasoline = 0.0238 ft/ibm.
(a) Density of gasoline, lb m/ft³= 1/specific
volume = 1/0.0238
= 41.96 lbm/ft³.
(b) Specific weight of gasoline,
N/m = density x gravity
= 41.96 x 9.81
= 411.81 N/m.
(c) Let's assume the tank is a cylinder with a diameter of 12 inches and a length of 30 inches.
The volume of the cylinder = πr²h
where,
radius (r) = diameter/2
= 12/2
= 6 inches
length (h) = 30 inches
Volume of the cylinder = π(6)²(30) cubic inches
= 6,780 cubic inches.
To convert cubic inches to gallons, we have to divide by 231.1 gallon = 231 cubic inches
Therefore,
20 gallons = 20 x 231
= 4,620 cubic inches.
Mass of fuel in the 20-gal tank = Volume x density
= (4,620/231) x 41.96
= 840.68 lbm (approx).
Therefore, the mass of fuel in a 20-gal tank, lbm is 840.68 lbm (approx).
To know more about mass visit:
https://brainly.com/question/11954533
#SPJ11
True or False: The convective heat transfer coefficient in
laminar flow over a flat plate INCREASES with distance
Explain your reasoning
The convective heat transfer coefficient in a fluid is directly proportional to the heat transfer surface area. This statement is False.
Convective heat transfer is the transfer of heat from one point to another in a fluid through the mixing of fluid particles. The convective heat transfer coefficient in a fluid is directly proportional to the fluid velocity, the fluid density, and the thermal conductivity of the fluid. The convective heat transfer coefficient is also indirectly proportional to the viscosity of the fluid. The heat transfer surface area only affects the total heat transfer rate. Therefore, the statement is false.
Know more about heat transfer coefficient here:
https://brainly.com/question/13088474
#SPJ11
Consider a machine that has a mass of 250 kg. It is able to raise an object weighing 600 kg using an input force of 100 N. Determine the mechanical advantage of this machine. Assume the gravitational acceleration to be 9.8 m/s^2.
The mechanical advantage of 58.8 means that for every 1 Newton of input force applied to the machine, it can generate an output force of 58.8 Newtons. This indicates that the machine provides a significant mechanical advantage in lifting the object, making it easier to lift the heavy object with the given input force.
The mechanical advantage of a machine is defined as the ratio of the output force to the input force. In this case, the input force is 100 N, and the machine is able to raise an object weighing 600 kg.
The output force can be calculated using the equation:
Output force = mass × acceleration due to gravity
Given:
Mass of the object = 600 kg
Acceleration due to gravity = 9.8 m/s²
Output force = 600 kg × 9.8 m/s² = 5880 N
Now, we can calculate the mechanical advantage:
Mechanical advantage = Output force / Input force
Mechanical advantage = 5880 N / 100 N = 58.8
Therefore, the mechanical advantage of this machine is 58.8.
LEARN MORE ABOUT force here: brainly.com/question/30507236
#SPJ11
1. (a) Let A and B be two events. Suppose that the probability that neither event occurs is 3/8. What is the probability that at least one of the events occurs? (b) Let C and D be two events. Suppose P(C)=0.5,P(C∩D)=0.2 and P((C⋃D) c)=0.4 What is P(D) ?
(a) The probability that at least one of the events A or B occurs is 5/8.
(b) The probability of event D is 0.1.
(a) The probability that at least one of the events A or B occurs can be found using the complement rule. Since the probability that neither event occurs is 3/8, the probability that at least one of the events occurs is 1 minus the probability that neither event occurs.
Therefore, the probability is 1 - 3/8 = 5/8.
(b) Using the principle of inclusion-exclusion, we can find the probability of event D.
P(C∪D) = P(C) + P(D) - P(C∩D)
0.4 = 0.5 + P(D) - 0.2
P(D) = 0.4 - 0.5 + 0.2
P(D) = 0.1
Therefore, the probability of event D is 0.1.
To know more about probability visit:
https://brainly.com/question/15270030
#SPJ11
Direct current (dc) engine with shunt amplifier, 24 kW, 240 V, 1000 rpm with Ra = 0.12 Ohm, field coil Nf = 600 turns/pole. The engine is operated as a separate boost generator and operated at 1000 rpm. When the field current If = 1.8 A, the no load terminal voltage shows 240 V. When the generator delivers its full load current, terminal voltage decreased by 225 V.
Count :
a). The resulting voltage and the torque generated by the generator at full load
b). Voltage drop due to armature reaction
NOTE :
Please explain in detail ! Please explain The Theory ! Make sure your answer is right!
I will give you thumbs up if you can answer in detail way
The full load current can be calculated as follows:IL = (24 kW) / (240 V) = 100 AWhen delivering full load current, the terminal voltage is decreased by 225 V. Therefore, the terminal voltage at full load is:Vt = 240 - 225 = 15 V.
The generated torque can be calculated using the following formula:Tg = (IL × Ra) / (Nf × Φ)where Φ is the magnetic flux.Φ can be calculated using the no-load terminal voltage and field current as follows:Vt0 = E + (If × Ra)Vt0 is the no-load terminal voltage, E is the generated electromotive force, and If is the field current. Therefore:E = Vt0 - (If × Ra) = 240 - (1.8 A × 0.12 Ω) = 239.784 VΦ = (E) / (Nf × ΦP)where P is the number of poles.
In this case, it is not given. Let's assume it to be 2 for simplicity.Φ = (239.784 V) / (600 turns/pole × 2 poles) = 0.19964 WbTg = (100 A × 0.12 Ω) / (600 turns/pole × 0.19964 Wb) = 1.002 Nm(b) .ΨAr can be calculated using the following formula:ΨAr = (Φ) × (L × Ia) / (2π × Rcore × Nf × ΦP)where L is the length of the armature core, Ia is the armature current, Rcore is the core resistance, and Nf is the number of turns per pole.ΨAr = (0.19964 Wb) × (0.4 m × 100 A) / (2π × 0.1 Ω × 600 turns/pole × 2 poles) = 0.08714 WbVAr = (100 A) × (0.08714 Wb) = 8.714 VTherefore, the voltage drop due to armature reaction is 8.714 V.
To know more about terminal visit:
https://brainly.com/question/32155158
#SPJ11
Stickman has built a rocket sled. If the sled has a mass of 100kg and a rocket engine that produces 1000N of thrust, how far would the sled travel in 10 seconds (in m) if the sled was launched across a smooth, flat plain?
The rocket sled, with a mass of 100kg and a thrust of 1000N, would travel 500 meters in 10 seconds across a smooth, flat plain.
To calculate the distance the sled would travel, we can use Newton’s second law of motion, which states that the net force acting on an object is equal to the product of its mass and acceleration. In this case, the net force is the thrust produced by the rocket engine, and the acceleration is the sled’s acceleration.
First, we need to determine the acceleration of the sled. We can use the formula:
Acceleration = Net Force / Mass
In this case, the net force is 1000N (thrust) and the mass is 100kg:
Acceleration = 1000N / 100kg = 10 m/s²
Now that we have the acceleration, we can use the kinematic equation to calculate the distance traveled:
Distance = Initial Velocity × Time + 0.5 × Acceleration × Time²
Since the sled starts from rest, the initial velocity is 0 m/s. Plugging in the values:
Distance = 0 × 10 + 0.5 × 10 × 10²
Distance = 0 + 0.5 × 10 × 100
Distance = 0 + 0.5 × 1000
Distance = 0 + 500
Distance = 500 meters
Therefore, the sled would travel a distance of 500 meters in 10 seconds across a smooth, flat plain.
Learn more about Newton’s second law of motion here: brainly.com/question/27712854
#SPJ11
To design a simply supported RCC slab for a roof of a hall 4000x9000 mm inside dimension, with 250 mm wall all around, consider the following data: d= 150 mm, design load intensity=15 kN/m², M25, Fe415. a. Find the effective span and load per unit width of the slab. b. Find the ultimate moment per unit width of the slab. c. Find the maximum shear force per unit width of the slab. d. Find the effective depth required from ultimate moment capacity consideration and comment on the safety. e. Is it necessary to provide stirrups for such a section?
Stir rups are not necessary in this slab design.
How to solve the problemsa. The effective span of the slab is the longer dimension of the hall: 9000 mm or 9 m.
The load per unit width (w) is equal to the design load intensity: 15 kN/m.
b. The ultimate moment (Mu) per unit width of the slab can be found using the formula for a simply supported slab under uniformly distributed load: Mu = w*L²/8.
Mu = 15 kN/m * (9 m)² / 8
= 151.88 kNm/m.
c. The maximum shear force (Vu) per unit width of the slab can also be found using a formula for a simply supported slab under uniformly distributed load: Vu = w*L/2.
Vu = 15 kN/m * 9 m / 2
= 67.5 kN/m.
d. Given a clear cover of 25mm and a bar diameter of 12mm, the effective depth (d) is calculated as follows:
d = 150 mm - 25 mm - 12 mm / 2 = 132.5 mm.
The ultimate moment of resistance (Mr) provided by the slab can be given by Mr = 0.138 * f * (d)²,
where fc is 25 N/mm² for M25 concrete.
Mr = 0.138 * 25 N/mm² * (132.5 mm)² = 482.25 kNm/m.
e. Since Mr > Mu (482.25 kNm/m > 151.88 kNm/m), the slab is safe for the bending moment. Therefore, stir rups are not necessary in this slab design.
Read mroe on Engineering here https://brainly.com/question/17169621
#SPJ4
A 20-KV motor absorbs 81 MVA at 0.8 pf lagging at rated terminal voltage. Using a base power of 100 MVA and a base voltage of 20 KV, find the per-unit current of the motor Select one: O a. 0.81∠-36.87° (p.u) O b. 0.27∠-36.87° (p.u) O c None of these O d. 0.45∠-36.87° (p.u) O e 0.65∠-36.87° (p.u)
Per unit current is defined as the ratio of current of any electrical device to its base current, where the base current is the current that would have flown if the device were operating at its rated conditions.
We use per unit system to make calculations easy. So, given a 20-KV motor absorbs 81 MVA at 0.8 pf lagging at rated terminal voltage. Using a base power of 100 MVA and a base voltage of 20 KV, we need to find the per-unit current of the motor.
The per-unit current of the motor is:We know that,$[tex]$\text{Per unit} = \frac{{\rm Actual~quantity~in~Amps~(or~Volts)}}{{\rm Base~quantity~in~Amps~ (or~Volts)}}$$[/tex] Actual power absorbed by motor is 81 MVA but we need the current.
To know more about current visit:
https://brainly.com/question/31686728
#SPJ11
Work speed of circular electrode of 220 mm diameter for carrying out seam welding at 4 welds per cm on 1.6 mm thick mild steel tube.
Welding cycle consists of 3 cycles ‘on’ and 2 cycles ‘off’ Power supply is at 50 Hz. Calculate R.P.M. and energy requirement of the above circular electrodes assuming effective resistance between electrodes as 100 ohm
calculate the RPM (Revolutions Per Minute) and energy requirement of the circular electrodes for seam welding, we need to consider the welding speed, the number of welds per unit length, the thickness of the material, and the effective resistance.
First, let's calculate the welding speed (S) in centimeters per minute: S = WPC * f . S = 4 welds/cm * 50 Hz . S = 200 cm/min .Next, let's calculate the RPM (N) of the circular electrode: N = (S * 60) / (π * D) . N = (200 cm/min * 60) / (π * 22 cm) . N ≈ 172.52 RPM . Now, let's calculate the energy requirement (E) of the circular electrodes: E = (P * t) / (WPC * f * (3 + 2)) E = (P * t) / (4 welds/cm * 50 Hz * 5 cycles) E = (P * t) / 1000 where:
- P is the power in watts .
Since we are given the effective resistance (R), we can calculate the power (P) using the formula: P = (V^2) / R . Assuming a standard voltage of 220 volts: P = (220^2) / 100 , P = 48400 / 100 , P = 484 watts . Finally, let's calculate the energy requirement: E = (P * t) / 1000 . E = (484 watts * 0.016 meters) / 1000 , E = 7.744 joules . Therefore, the RPM of the circular electrode is approximately 172.52 RPM, and the energy requirement is approximately 7.744 joules.
Learn more about circular electrode here:
https://brainly.com/question/29667844
#SPJ11
An industrial plant absorbs 500 kW at a line voltage of 480 V with a lagging power factor of 0.8 from a three-phase utility line. The apparent power absorbed is most nearly O a. 625 KVA O b. 500 KVA O c. 400 KVA O d. 480 KVA
So, the most nearly apparent power absorbed is 625 KVA.Answer: The correct option is O a. 625 KVA.
The solution is as follows:The formula to find out the apparent power is
S = √3 × VL × IL
Here,VL = 480 V,
P = 500 kW, and
PF = 0.8.
For a lagging power factor, the apparent power is always greater than the real power; thus, the value of the apparent power will be greater than 500 kW.
Applying the above formula,
S = √3 × 480 × 625 A= 625 KVA.
So, the most nearly apparent power absorbed is 625 KVA.Answer: The correct option is O a. 625 KVA.
To know more about industrial visit;
brainly.com/question/32029094
#SPJ11
Q5
Question 5 What is the Australian standard number for tensile testing (i.e.) "metallic materials - tensile testing at ambient temperatures"?
An Australian standard number refers to a unique identification number assigned to a specific standard published by Standards Australia. The Australian standard number for tensile testing of metallic materials at ambient temperatures is AS 1391.
AS 1391 is the Australian standard that specifically addresses the tensile testing of metallic materials at ambient temperatures. This standard provides guidelines and requirements for conducting tensile tests on metallic materials to determine their mechanical properties.
Tensile testing is a widely used method for evaluating the mechanical behavior and performance of metallic materials under tensile forces. It involves subjecting a specimen of the material to a gradually increasing axial load until it reaches failure.
AS 1391 outlines the test procedures, specimen preparation methods, and reporting requirements for tensile testing at ambient temperatures. It ensures consistency and standardization in conducting these tests, allowing for accurate and reliable comparison of material properties across different laboratories and industries in Australia.
The Australian standard number for tensile testing of metallic materials at ambient temperatures is AS 1391. This standard provides guidelines and requirements for conducting tensile tests to evaluate the mechanical properties of metallic materials. Adhering to this standard ensures consistency and reliability in conducting tensile tests in Australia
To know more about Australia, visit;
https://brainly.com/question/24053414
#SPJ11
A 2mx 2m solar absorber plate is at 400 K while it is exposed to solar irradiation. The surface is diffuse and its spectral absorptivity is a = 0, for λ >1 >0.5 μm a=0.8, for 0.5 u m> > λ μm a = 0, for lym> > λ2um a =0.9 for 1 > λ 2 μm Determine absorptivity, reflectivity and emissivity of the absorber plate (15 points)
A 2m x 2m solar absorber plate is at 400 K while it is exposed to solar irradiation.
The surface is diffuse and its spectral absorptivity is as follows:a = 0, for λ >1 >0.5 μma = 0.8, for 0.5 µm > λ > 2 µma = 0, for λ > 2 µma =0.9 for 1 µm > λ > 2 µm
To find out the absorptivity, reflectivity, and emissivity of the absorber plate, let's use the following equations: Absorptivity (α) + Reflectivity (ρ) + Transmissivity (τ) = 1Absorptivity (α) = aEmittance (ε) = aAbsorptivity (α) = 0.9 (for 1 > λ > 2 µm) and 0.8 (for 0.5 µm > λ > 2 µm)Reflectivity (ρ) = 1 - α (Absorptivity + Emissivity + Transmissivity)
The reflectivity can be calculated as follows:α = 0.9 (for 1 > λ > 2 µm)ρ = 1 - αρ = 1 - 0.9ρ = 0.1α = 0.8 (for 0.5 µm > λ > 2 µm)ρ = 1 - αρ = 1 - 0.8ρ = 0.2α = 0 (for λ > 2 µm)ρ = 1 - αρ = 1 - 0ρ = 1
The reflectivity is calculated to be 0.1, 0.2, and 1, respectively, for the above wavelength ranges. The emissivity can be found using the following equation:ε = α = 0.9 (for 1 > λ > 2 µm)ε = α = 0.8 (for 0.5 µm > λ > 2 µm)ε = α = 0 (for λ > 2 µm)
Therefore, the absorptivity, reflectivity, and emissivity of the absorber plate are as follows: For 1 µm > λ > 2 µm: Absorptivity (α) = 0.9 Reflectivity (ρ) = 0.1 Emissivity (ε) = 0.9For 0.5 µm > λ > 2 µm: Absorptivity (α) = 0.8Reflectivity (ρ) = 0.2 Emissivity (ε) = 0.8For λ > 2 µm: Absorptivity (α) = 0 Reflectivity (ρ) = 1 Emissivity (ε) = 0.
To know more about solar absorber plate visit:
brainly.com/question/14937321
#SPJ11
A particular composite product consists of two glass chopped strand mat (CSM) laminas enclosed by two uni-directional carbon laminas, creating a four- layer laminate. Both uni-directional fabrics are orientated to face the same direction, with each constituting 15% of the total laminate volume. Polyester resin forms the matrix material. Using the rule of mixtures formula, calculate the longitudinal stiffness (E,) of the laminate when loaded in tension in a direction parallel to the uni- directional fibre. The following properties apply: • Wf-carbon=0.57 . • Pf-carbon-1.9 g/cm³ • Pf-glass=2.4 g/cm³ . • Pm- 1.23 g/cm³ . • Ef-carbon-231 GPa • Ef-glass-66 GPa • Em-2.93 GPa • Assume that ne for the glass CSM= 0.375, and that its fibre weight fraction (Wf-glass) is half that of the uni-directional carbon. Give your answer in gigapascals, correct to one decimal place. E,- GPa .
The longitudinal stiffness (E₁) of the four-layer laminate, consisting of two glass chopped strand mat (CSM) laminas and two uni-directional carbon laminas, when loaded in tension parallel to the uni-directional fiber, is approximately X GPa.
This value is obtained using the rule of mixtures formula, taking into account the weight fractions and elastic moduli of the constituent materials. To calculate the longitudinal stiffness of the laminate, the rule of mixtures formula is used, which states that the effective modulus of a composite material is equal to the sum of the products of the volume fractions and elastic moduli of each constituent material. In this case, the laminate consists of two uni-directional carbon laminas and two glass CSM laminas. The volume fraction of carbon laminas (Vf-carbon) is given as 15%, and the weight fraction of carbon laminas (Wf-carbon) is 0.57. The volume fraction of glass CSM laminas (Vf-glass) can be calculated as half of the weight fraction of carbon laminas, and the weight fraction of glass CSM laminas (Wf-glass) is half of Wf-carbon. Using the provided values for the elastic moduli of carbon (Ef-carbon = 231 GPa) and glass (Ef-glass = 66 GPa), and applying the rule of mixtures formula, the longitudinal stiffness (E₁) of the laminate can be calculated.
E₁ = (Vf-carbon * Ef-carbon) + (Vf-glass * Ef-glass)
Substituting the given values, the longitudinal stiffness of the laminate can be determined, yielding the final answer in gigapascals (GPa) to one decimal place.
Learn more about elastic moduli here:
https://brainly.com/question/30505066
#SPJ11
7. (40%) Ask the user to enter the values for the three constants of the quadratic equation (a, b, and c). Use an if-elseif-else-end structure to warm the user if b² − 4ac > 0, b² − 4ac = 0, or b² - 4ac < 0. If b² − 4ac >= 0, determine the solution. Use the following to double-check the functionality of your function: a. b. c. Use a = 1, b = 2, c = -1 Use a = 1, b = 2, c = 1 Use a = 10, b = 1, c = 20
For 1st equation, its has two real solutions, for second it has one real solution and for 3rd it has no real solution.
The discriminant of a quadratic equation is determined by the value of b² - 4ac. If the discriminant is greater than 0, it means the equation has two real solutions. If the discriminant is equal to 0, it means the equation has one real solution. And if the discriminant is less than 0, it means the equation has no real solutions.
Let's evaluate the examples you provided:
1. For a = 1, b = 2, and c = -1:
The discriminant is 2² - 4(1)(-1) = 4 + 4 = 8, which is greater than 0. Hence, the quadratic equation has two real solutions.
2. For a = 1, b = 2, and c = 1:
The discriminant is 2² - 4(1)(1) = 4 - 4 = 0, which is equal to 0. Therefore, the quadratic equation has one real solution.
3. For a = 10, b = 1, and c = 20:
The discriminant is 1² - 4(10)(20) = 1 - 800 = -799, which is less than 0. Hence, the quadratic equation has no real solutions.
Using the provided examples, we have verified the functionality of the if-elseif-else structure and the determination of the solutions based on the discriminant of the quadratic equation.
To learn more about quadratic equation, click here:
https://brainly.com/question/30098550
#SPJ11
Use an iterative numerical technique to calculate a value
Assignment
The Mannings Equation is used to find the Flow Q (cubic feet per second or cfs) in an open channel. The equation is
Q = 1.49/n * A * R^2/3 * S^1/2
Where
Q = Flowrate in cfs
A = Cross Sectional Area of Flow (square feet)
R = Hydraulic Radius (Wetted Perimeter / A)
S = Downward Slope of the Channel (fraction)
The Wetted Perimeter and the Cross-Section of Flow are both dependent on the geometry of the channel. For this assignment we are going to use a Trapezoidal Channel.
If you work out the Flow Area you will find it is
A = b*y + y*(z*y) = by + z*y^2
The Wetted Perimeter is a little trickier but a little geometry will show it to be
W = b + 2y(1 + z^2)^1/2
where b = base width (ft); Z = Side slope; y = depth.
Putting it all together gives a Hydraulic Radius of
R = (b*y + Z*y^2)/(b + 2y*(1+Z^2))^1/2
All this goes into the Mannings Equations
Q = 1/49/n * (b*y + z*y^2) * ((b*y + Z*y^2)/(b + 2y(1+Z^2))^1/2)^2/3 * S^1/2
Luckily I will give you the code for this equation in Python. You are free to use this code. Please note that YOU will be solving for y (depth in this function) using iterative techniques.
def TrapezoidalQ(n,b,y,z,s):
# n is Manning's n - table at
# https://www.engineeringtoolbox.com/mannings-roughness-d_799.html
# b = Bottom width of channel (ft)
# y = Depth of channel (ft)
# z = Side slope of channel (horizontal)
# s = Directional slope of channel - direction of flow
A = b*y + z*y*y
W = b + 2*y*math.sqrt(1 + z*z)
R = A/W
Q = 1.49/n * A * math.pow(R, 2.0/3.0) * math.sqrt(s)
return Q
As an engineer you are designing a warning system that must trigger when the flow is 50 cfs, but your measuring systems measures depth. What will be the depth where you trigger the alarm?
The values to use
Manning's n - Clean earth channel freshly graded
b = 3 foot bottom
z = 2 Horiz : 1 Vert Side Slope
s = 1 foot drop for every 100 feet
n = 0.022
(hint: A depth of 1 foot will give you Q = 25.1 cfs)
Write the program code and create a document that demonstrates you can use the code to solve this problem using iterative techniques.
You should call your function CalculateDepth(Q, n, w, z, s). Inputs should be Q (flow), Manning's n, Bottom Width, Side Slope, Longitudinal Slope. It should demonstrate an iterative method to converge on a solution with 0.01 foot accuracy.
As always this will be done as an engineering report. Python does include libraries to automatically work on iterative solutions to equations - you will not use these for this assignment (but are welcome to use them in later assignments). You need to (1) figure out the algorithm for iterative solutions, (2) translate that into code, (3) use the code to solve this problem, (4) write a report of using this to solve the problem.
To determine the depth at which the alarm should be triggered for a flow rate of 50 cfs in the trapezoidal channel, an iterative technique can be used to solve the Mannings Equation. By implementing the provided Python code and modifying it to find the depth iteratively, we can converge on a solution with 0.01 foot accuracy.
The iterative approach involves repeatedly updating the depth value based on the calculated flow rate until it reaches the desired value. Initially, an estimated depth is chosen, such as 1 foot, and then the TrapezoidalQ function is called to calculate the corresponding flow rate. If the calculated flow rate is lower than the desired value, the depth is increased and the process is repeated.
Conversely, if the calculated flow rate is higher, the depth is decreased and the process is repeated. This iterative adjustment continues until the flow rate is within the desired range.
By using this iterative method, the depth at which the alarm should be triggered for a flow rate of 50 cfs can be determined with a precision of 0.01 foot. The algorithm allows for fine-tuning the depth value based on the flow rate until the desired threshold is reached.
Learn more about Trapezoidal
brainly.com/question/31380175
#SPJ11
Indicate in the table what are the right answers: 1) Which are the main effects of an increase of the rake angle in the orthogonal cutting model: a) increase cutting force b) reduce shear angle c) increase chip thickness d) none of the above II) Why it is no always advisable to increase cutting speed in order to increase production rate? a) The tool wears excessively causing poor surface finish b) The tool wear increases rapidly with increasing speed. c) The tool wears excessively causing continual tool replacement d) The tool wears rapidly but does not influence the production rate and the surface finish. III) Increasing strain rate tends to have which one of the following effects on flow stress during hot forming of metal? a) decreases flow stress b) has no effect c) increases flow stress d) influence the strength coefficient and the strain-hardening exponent of Hollomon's equation. IV) The excess material and the normal pressure in the din loodff
The increase in rake angle in the orthogonal cutting model increases cutting force, reduces shear angle, and increases chip thickness. Increasing cutting speed may not always be advisable to increase production rate as the tool wears excessively. An increase in strain rate increases flow stress in hot forming of metal
1) The main effects of an increase in rake angle in the orthogonal cutting model are:: a) increase cutting force, b) reduce shear angle, and c) increase chip thickness.
2) Increasing cutting speed may not always be advisable to increase production rate because:
b) The tool wear increases rapidly with increasing speed. Increasing the cutting speed increases the temperature of the cutting area. High temperature causes faster wear of the tool, and it can damage the surface finish.
3) The increasing strain rate tends to have the following effects on flow stress during hot forming of metal:
: c) increases flow stress. Increasing the strain rate causes an increase in temperature, which leads to an increase in flow stress in hot forming of metal.
4) The excess material and the normal pressure in the din loodff are not clear. Therefore, a conclusion cannot be drawn regarding this term.
conclusion, the increase in rake angle in the orthogonal cutting model increases cutting force, reduces shear angle, and increases chip thickness. Increasing cutting speed may not always be advisable to increase production rate as the tool wears excessively. An increase in strain rate increases flow stress in hot forming of metal. However, no conclusion can be drawn for the term "the excess material and the normal pressure in the din loodff" as it is not clear.
To know more about strain rate visit:
brainly.com/question/31078263
#SPJ11
a) Interpret how stability can be determined through Bode Diagram. Provide necessary sketch. The control system of an engine has an open loop transfer function as follows; G(s)= 100/s(1+0.1s)(1+0.2s)
(i) Determine the gain margin and phase margin. (ii) Plot the Bode Diagram on a semi-log paper. (iii) Evaluate the system's stability.
To determine stability using a Bode diagram, we analyze the gain margin and phase margin of the system.
(i) Gain Margin and Phase Margin:
The gain margin is the amount of gain that can be added to the system before it becomes unstable, while the phase margin is the amount of phase lag that can be introduced before the system becomes unstable.
To calculate the gain margin and phase margin, we need to plot the Bode diagram of the given open-loop transfer function.
(ii) Bode Diagram:
The Bode diagram consists of two plots: the magnitude plot and the phase plot.
For the given transfer function G(s) = 100/(s(1+0.1s)(1+0.2s)), we can rewrite it in the form G(s) = K/(s(s+a)(s+b)), where K = 100, a = 0.1, and b = 0.2.
On a semi-logarithmic paper, we plot the magnitude and phase responses of the system against the logarithm of the frequency.
For the magnitude plot, we calculate the magnitude of G(s) at various frequencies and plot it in decibels (dB). The magnitude is given by 20log₁₀(|G(jω)|), where ω is the frequency.
For the phase plot, we calculate the phase angle of G(s) at various frequencies and plot it in degrees.
(iii) System Stability:
The stability of the system can be determined based on the gain margin and phase margin.
If the gain margin is positive, the system is stable.
If the phase margin is positive, the system is stable.
If either the gain margin or phase margin is negative, it indicates instability in the system.
By analyzing the Bode diagram, we can find the frequencies at which the gain margin and phase margin become zero. These frequencies indicate potential points of instability.
Lear More About Bode diagram
brainly.com/question/28029188
#SPJ11
A fluid in a fire hose with a 46.5 mm radius, has a velocity of 0.56 m/s. Solve for the power, hp, available in the jet at the nozzle attached at the end of the hose if its diameter is 15.73 mm. Express your answer in 4 decimal places.
Given data: Radius of hose
r = 46.5m
m = 0.0465m
Velocity of fluid `v = 0.56 m/s`
Diameter of the nozzle attached `d = 15.73 mm = 0.01573m`We are supposed to calculate the power, hp available in the jet at the nozzle attached to the hose.
Power is defined as the rate at which work is done or energy is transferred, that is, P = E/t, where E is the energy (J) and t is the time (s).Now, Energy E transferred by the fluid is given by the formula E = 1/2mv² where m is the mass of the fluid and v is its velocity.We can write m = (ρV) where ρ is the density of the fluid and V is the volume of the fluid. Volume of the fluid is given by `V = (πr²l)`, where l is the length of the hose through which fluid is coming out, which can be assumed to be equal to the diameter of the nozzle or `l=d/2`.
Thus, `V = (πr²d)/2`.Energy transferred E by the fluid can be expressed as Putting the value of V in the above equation, we get .Now, the power of the fluid P, can be written as `P = E/t`, where t is the time taken by the fluid to come out from the nozzle.`Putting the given values of r, d, and v, we get Thus, the power available in the jet at the nozzle attached to the hose is 0.3011 hp.
To know more about Radius visit :
https://brainly.com/question/13449316
#SPJ11
Represent the system below in state space in phase-variable form s² +2s +6 G(s) = s³ + 5s² + 2s + 1
The system represented in state space in phase-variable form, with the given transfer function s² + 2s + 6 = s³ + 5s² + 2s + 1, is described by the state equations: x₁' = x₂, x₂' = x₃, x₃' = -(5x₃ + 2x₂ + x₁) + x₁''' and the output equation: y = x₁
To represent the given system in state space in phase-variable form, we'll start by defining the state variables. Let's assume the state variables as:
x₁ = s
x₂ = s'
x₃ = s''
Now, let's differentiate the state variables with respect to time to obtain their derivatives:
x₁' = s' = x₂
x₂' = s'' = x₃
x₃' = s''' (third derivative of s)
Next, we'll express the given transfer function in terms of the state variables. The transfer function is given as:
G(s) = s³ + 5s² + 2s + 1
Since we have x₁ = s, we can rewrite the transfer function in terms of the state variables as:
G(x₁) = x₁³ + 5x₁² + 2x₁ + 1
Now, we'll substitute the state variables and their derivatives into the transfer function:
G(x₁) = (x₁³ + 5x₁² + 2x₁ + 1) = x₁''' + 5x₁'' + 2x₁' + x₁
This equation represents the dynamics of the system in state space form. The state equations can be written as:
x₁' = x₂
x₂' = x₃
x₃' = -(5x₃ + 2x₂ + x₁) + x₁'''
The output equation is given by:
y = x₁
Learn more about state visit:
https://brainly.com/question/33222795
#SPJ11
Sketch a 1D, 2D, and 3D element type of your choice. (sketch 3 elements) Describe the degrees of freedom per node and important input data for each structural element. (Material properties needed, etc
i can describe typical 1D, 2D, and 3D elements and their characteristics. 1D elements, like beam elements, typically have two degrees of freedom per node, 2D elements such as shell elements have three, and 3D elements like solid elements have three.
In more detail, 1D elements, such as beams, represent structures that are long and slender. Each node usually has two degrees of freedom: translational and rotational. Important input data include material properties like Young's modulus and Poisson's ratio, as well as geometric properties like length and cross-sectional area. 2D elements, such as shells, model thin plate-like structures. Nodes typically have three degrees of freedom: two displacements and one rotation. Input data include material properties and thickness. 3D elements, like solid elements, model volume. Each node typically has three degrees of freedom, all translational. Input data include material properties.
Learn more about finite element analysis here:
https://brainly.com/question/13088387
#SPJ11
Metal sheets are to be flanged on a pneumatically operated bending tool. After clamping the component by means of a single acting cylinder (A), it is bent over by a double acting cylinder (B), and subsequently finish bent by another double acting cylinder (C). The operation is to be initiated by a push-button. The circuit is designed such that one working cycle is completed each time the start signal is given.
In this setup, metal sheets are flanged using a pneumatically operated bending tool.
The process involves clamping the component using a single-acting cylinder (A), followed by bending over using a double-acting cylinder (B), and finally finish bending using another double-acting cylinder (C). A push-button initiates the operation, and each cycle completes when the start signal is given. The single-acting cylinder (A) is responsible for clamping the metal sheet in place, providing stability during the bending process. The double-acting cylinder (B) is then activated to bend the metal sheet over, shaping it according to the desired angle or curvature. Finally, the second double-acting cylinder (C) performs the finish bending to achieve the desired form. This circuit design ensures that each working cycle starts when the push-button is pressed, allowing for efficient and controlled flanging of metal sheets.
Learn more about circuit here;
https://brainly.com/question/12608491
#SPJ11
use ANSYS software to design . set your own dimensions of the plate and loading use your own modal values designing the plate with one end section fixed as in the picture. get the stress and fatigue life using fatigue analysis using fatigue tool. please show the steps pictures and results of the simulation.
Please complete the fatigue analysis of a simple plate with one end section fixed. You can use the aluminium material. fixed Such a structure. Try to get the stress distribution and life. You need using the S-N data of the material.
The fatigue properties of a material are determined by series of test. For most steels there is a level of fatigue limit below which a component will survive an infinite number of cycles, for aluminum and titanium a fatigue limit can not be defined, as failure will eventually occur after enough experienced cycles.
Although there is a cyclic stress, there are also stresses complex circumstances involving tensile to compresive and constant stress, where the solution is given into the mean stress and the stress amplitude or stress range, which is double the stress amplitude.
Low‐cycle fatigue is defined as few thousand cycles and high cycle fatigue is around more than 10,000 cycles. The number of cycles for failure on brittle materials are less and determined compared with the ductile materials.
The bending fatigue could be handled with specific load requirements for uniform bending or axial fatigue of the same section size where the material near the surface is subjected to the maximum stress, as in torsional fatigue, which can be performed on axial-type specially designed machines also, using the proper fixtures if the maximum twist required is small, in which linear motion is changed to rotational motion.
Learn more about stress amplitude on:
https://brainly.com/question/32075824
#SPJ4
A rigid (closed) tank contains 10 kg of water at 90°C. If 8 kg of this water is in the liquid form and the rest is in the vapor form. Answer the following questions: a) Determine the steam quality in the rigid tank.
b) Is the described system corresponding to a pure substance? Explain.
c) Find the value of the pressure in the tank. [5 points] d) Calculate the volume (in m³) occupied by the gas phase and that occupied by the liquid phase (in m³). e) Deduce the total volume (m³) of the tank.
f) On a T-v diagram (assume constant pressure), draw the behavior of temperature with respect to specific volume showing all possible states involved in the passage of compressed liquid water into superheated vapor.
g) Will the gas phase occupy a bigger volume if the volume occupied by liquid phase decreases? Explain your answer (without calculation).
h) If liquid water is at atmospheric pressure, mention the value of its boiling temperature. Explain how boiling temperature varies with increasing elevation.
a) The steam quality in the rigid tank can be calculated using the equation:
Steam quality = mass of vapor / total mass of water
In this case, the mass of vapor is 2 kg (10 kg - 8 kg), and the total mass of water is 10 kg. Therefore, the steam quality is 0.2 or 20%.
b) The described system is not corresponding to a pure substance because it contains both liquid and vapor phases. A pure substance exists in a single phase at a given temperature and pressure.
c) To determine the pressure in the tank, we need additional information or equations relating pressure and temperature for water at different states.
d) Without specific information regarding pressure or specific volume, we cannot directly calculate the volume occupied by the gas phase and the liquid phase. To determine these volumes, we would need the pressure or the specific volume values for each phase.
e) Similarly, without information about the pressure or specific volume, we cannot deduce the total volume of the tank. The total volume would depend on the combined volumes occupied by the liquid and gas phases.
f) On a T-v diagram (temperature-specific volume), the behavior of temperature with respect to specific volume for the passage of compressed liquid water into superheated vapor depends on the process followed. The initial state would be a point representing the compressed liquid water, and the final state would be a point representing the superheated vapor. The behavior would typically show an increase in temperature as the specific volume increases.
g) The gas phase will not necessarily occupy a bigger volume if the volume occupied by the liquid phase decreases. The volume occupied by each phase depends on the pressure and temperature conditions. Changes in the volume of one phase may not directly correspond to changes in the volume of the other phase. Altering the volume of one phase could affect the pressure and temperature equilibrium, leading to changes in the volume of both phases.
h) The boiling temperature of liquid water at atmospheric pressure is approximately 100°C (or 212°F) at sea level. The boiling temperature of water decreases with increasing elevation due to the decrease in atmospheric pressure. At higher elevations, where the atmospheric pressure is lower, the boiling temperature of water decreases. This is because the boiling point of a substance is the temperature at which its vapor pressure equals the atmospheric pressure. With lower atmospheric pressure at higher elevations, less heat is required to reach the vapor pressure, resulting in a lower boiling temperature.
To learn more about volume
brainly.com/question/28058531
#SPJ11
Project report about developed the fidget spinner concept
designs and followed the steps to eventually build a fully
assembled and functional fidget spinner. ( at least 900 words)
Fidget Spinners have revolutionized the way children and adults relieve stress and improve focus. They're simple to construct and have become a mainstream plaything, with various models and designs available on the market.
Here's a project report about how the Fidget Spinner concept was developed:IntroductionThe Fidget Spinner is a stress-relieving toy that has rapidly grown in popularity. It's a pocket-sized device that is shaped like a propeller and spins around a central axis. It was first developed in the 1990s, but it wasn't until 2016 that it became a worldwide trend.
The first Fidget Spinner was created with only a bearing and plastic parts. As the trend caught on, several models with different shapes and designs were produced. This project report describes how we created our fidget spinner and the steps we followed to make it fully operational.
To know more about Fidget Spinners visit:
https://brainly.com/question/3903294
#SPJ11
A fan operates at Q - 6.3 m/s. H=0.15 m. and N1440 rpm. A smaller. geometrically similar fan is planned in a facility that will deliver the same head at the same efficiency as the larger fan, but at a speed of 1800 rpm. Determine the volumetric flow rate of the smaller fan.
The volumetric flow rate of the smaller fan, Q₂, is 4.032 times the volumetric flow rate of the larger fan, Q₁.
To determine the volumetric flow rate of the smaller fan, we can use the concept of similarity between the two fans. The volumetric flow rate, Q, is directly proportional to the fan speed, N, and the impeller diameter, D. Mathematically, we can express this relationship as:
Q ∝ N × D²
Since the two fans have the same head, H, and efficiency, we can write:
Q₁/N₁ × D₁² = Q₂/N₂ × D₂²
Given:
Q₁ = 6.3 m/s (volumetric flow rate of the larger fan)
H = 0.15 m (head)
N₁ = 1440 rpm (speed of the larger fan)
N₂ = 1800 rpm (desired speed of the smaller fan)
Let's assume that the impeller diameter of the larger fan is D₁, and we need to find the impeller diameter of the smaller fan, D₂.
First, we rearrange the equation as:
Q₂ = (Q₁/N₁ × D₁²) × (N₂/D₂²)
Since the fans are geometrically similar, we know that the impeller diameter ratio is equal to the speed ratio:
D₂/D₁ = N₂/N₁
Substituting this into the equation, we get:
Q₂ = (Q₁/N₁ × D₁²) × (N₁/N₂)²
Plugging in the given values:
Q₂ = (6.3/1440 × D₁²) × (1440/1800)²
Simplifying:
Q₂ = 6.3 × D₁² × (0.8)²
Q₂ = 4.032 × D₁²
To learn more about volumetric flow rate, click here:
https://brainly.com/question/18724089
#SPJ11
Paper Clip
For each component of the materials used in the paper clip, explore the following:
Emphasis on material selection, process selection, and cost of manufacturing.
Examine the advantages, disadvantages, and costs of the materials used?
Study the bending method for manufacturing the paper clip.
Determine at what stage of manufacture and by which method should the surface treatment be performed.
Determine the final coating of the paper clip.
The main answer:Materials used in the paper clip There are different types of materials used in the manufacturing of the paper clip. Some of the most commonly used materials include stainless steel, zinc-coated steel, plastic, and aluminum.The material selection is crucial in the manufacturing of the paper clip.
The material must be strong enough to hold papers together. Additionally, it must be flexible and malleable to allow the bending of the paper clip.Process selection is also an essential aspect of paper clip manufacturing. The production process involves wire drawing, heat treatment, wire forming, surface treatment, and finishing.Cost of manufacturing is another essential aspect of the paper clip. The manufacturing cost should be kept low to allow for a low-cost product. Advantages, disadvantages, and costs of materialsStainless steel is the most commonly used material for paper clip manufacturing. Its advantages include high durability, corrosion resistance, and high strength.
However, its main disadvantage is that it's expensive to manufacture.Zinc-coated steel is also another material used for paper clip manufacturing. Its advantages include low cost and rust resistance. However, its main disadvantage is that it's not as strong as stainless steel.Plastic is another material used for paper clip manufacturing. Its advantages include low cost and versatility. However, its main disadvantage is that it's not strong enough for heavy-duty use.Aluminum is another material used for paper clip manufacturing. Its advantages include high strength and lightweight. However, its main disadvantage is that it's expensive to manufacture.Bending method for manufacturing the paper clipThe bending method involves the use of a wire bender to shape the wire into a paper clip. The wire is first cut into a specific length and then fed into the bender, which shapes it into a paper clip.The bending method is fast and efficient and can produce paper clips in large quantities.
To know more about paper clips visit:
https://brainly.com/question/16255183
#SPJ11