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8/11/2019 INTRODUCTION TO ENERGY2.pptx
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INTRODUCTION TO
ENERGY SCIENCE
JULY - 2014
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Ability to do work or cause
change
Produces Warmth
Produces Light
Produces SoundProduces Movement
Produces Growth
Powers Technology
What is energy?
Courtesy of NEED
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POTENTIAL KINETICStored energyor energy of
positionGravitational, Stored
Mechanical,Nuclear, Chemical
Energy ofmotion
Motion, Electrical,Sound, Radiant,
Thermal
Classes of Energy
Courtesy of NEED
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Gravitational Energyenergy an object or substance
has because of its position
Anything up high
Potential Energy
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Stored Mechanical
Energystored in an objectby the application of force
Must push or pull on an object
Potential Energy
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Nuclear Energy
energy stored in thenucleus of an atom
Holds the atom together
Potential Energy
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Chemical Energy
energy stored in the bondsbetween atoms
Holds molecules together
Potential Energy
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Mechanical (Motion)
Energymovement ofobjects or substances from
one place to another
Kinetic Energy
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Electrical Energy
movement of electrons
NOT AN ELECTRON
PARADE!
Kinetic Energy
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Sound Energy
movement of energythrough substances in
the form of
longitudinal/compressi
on waves
Kinetic Energy
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Radiant Energyelectromagnetic energythat travels in transverse
waves
Kinetic Energy
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Kinetic Energy
Thermal (Heat) Energy
internal energy of asubstance due to the
vibration of atoms and
molecules making up the
substance
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1Energy can not be created nor destroyed, only
changed.Law of Conservation of Energy
First Law of Thermodynamics
2Energy will always transfer from high to low.
3No energy transfer is 100% efficient.
Energy Transfers
C ti
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Conservation
of Energy
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Units of Energy
Energy requires a force. Each form of energyhas its own force: gravity, strong & weaknuclear forces, electrical, and kinetic forces.
Kinetic Force = Mass x Acceleration Unit of force = 1 Newton = 1 Kilogram x 1 m/s
Energy is a measurement of work accomplishedby a force
Energy = Force x Distance 1 Joule = 1 Newton x 1 Meter
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Energy and Power
Energy is a quantity, like distance.
1 kilowatt-hour = 1000 Watts x 1 hour
1 kilowatt-hour = 3.6 x 106 Joules
Power is a rate, like speed, it is the rate thatenergy is converted from one form to another.
1 Watt = 1 Joule / Second
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The Difference Between Energy and Power
Energy Power
Quanti ty RateUnit kWhkWh kW, MW*kW, MW*
Water analogy Gallons Gal / Min
Car analogy- - How far?
- Gallon of gasEngine HP
Costexample 12 /kWh12 /kWh $1,500,000/MW$1,500,000/MW
Grid Consumption &
production
Installed
capacity
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Laws of Thermodynamics
First Law: In any transformation of energy fromone form to another, the total quantity of energyremains unchanged. Energy is neither creatednor destroyed, it only changes forms.
Second Law: In all energy changes, thepotential energy of the final state will be lessthan that of the initial state (useful energy isalways lost.) Lostenergy is usually energy that has been
converted to heat, but it could be noise (kinetic energyof air), or other forms of wasted energy.
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Efficiency
The ratio of the amount of useable energyobtained to the amount of energy input is theefficiencyof a process.
This is usually expressed as a percent and it isalways less than 100%.
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Energy definitions
Primary Energyamount of energycontained in the initial source of energy
Delivered Energyamount of useable
energy delivered to the customer Useful Energyamount of energy attributed
to the amount of work accomplished
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What is Electricity?
Electricity is energy transported by
the motion of electrons
**We do not make electricity, we CONVERTother
energy sources into electrical energy**
Conversion is the name of the game
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Energy Conversion Options for ElectricityNon-Thermal Paths
Source to Electrical
Source Converter
Sun Photovoltaic (photon to electron)
Chemical Fuel Cell
Source to Potential/Kinetic to Mechanical to Electrical
Source Converter Kinetic to Mechanical Mech to ElectricalDam Penstocks Turbine (water) Generator
Tides Machine Turbine (air or water) Generator
Wind N/A Turbine (air) Generator
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Energy Conversion Options for ElectricityThermal Paths
Heat to Mechanical to Electrical
Source Heat to Mechanical Mech to Electrical
Geothermal Turbine (vapor) Generator
OTEC Turbine (vapor) Generator
Stored Energy to Heat to Mechanical to Electrical
Source Reactor Heat to Mechanical Mech to ElectricalFuel Combustor Turbine (gas or vapor) Generator
U, Pu Reactor Turbine (gas or vapor) Generator
Sun Collector* Turbine (gas or vapor) Generator
H, H2, H3Reactor Turbine (gas or vapor) Generator
* More a modifier or concentrator than a reactor
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Faraday Effect
Faraday Effect
Basic ConceptsVoltage V Potential to Move Charge (volts)
Current I Charge Movement (amperes or amps)
Resistance R V = IxR (R in =ohms)
Power
P = IxV = I2xR (watts)
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Electric Motor
MElectrical
EnergyMechanical
Energy
DC Motor
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Model Electric Motor
Beakman Motor
What do you need?1. Electric Energy
2. Coil
3. Magnetic Field
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Electric Generator
GMechanical
EnergyElectrical
Energy
Stationary magnets - rotating magnets - electromagnets
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AC/DC(not the band)
Alternating Current
Large-scalegenerators produce
AC Follows sine wave with
n cycles per second
1, 2, 3-phase?
US:120 V,60 Hz
Europe: 240 V,50Hz
Transforming ability
Direct Current
Batteries, Photovoltaics,fuel cells, small DC
generatorsCharge in ONE direction
Negative, Positiveterminals
Easy conversion AC toDC, not DC to AC
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Generator Phases1 Phase 2 Phase 3 PhaseSmooth Power
0 0.005 0.01 0.015 0.02 0.025 0.03 0.035150
100
50
0
50
100
150
200
250220
110
V t( )
V 1 t( )
V 2 t( )
V 3 t( )
0.0330 t
0 0.005 0.01 0.015 0.02 0.025 0.03 0.035150
100
50
0
50
100
150110
110
V t( )
V 1 t( )
V 2 t( )
V 3 t( )
0.0330 t
0 0.005 0.01 0.015 0.02 0.025 0.03 0.035150
100
50
0
50
100
150
200155.563
110
V t( )
V 1 t( )
V 2 t( )
V 3 t( )
0.0330 t
Polyphase Systems 3 phases for smoother torque delivery
Force Driving Motor (Red)
Single Phase Two Phase Three Phase
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WHERE DO WE GET
ENERGY FROM AND WHATDO WE USE IT FOR?
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Energy Sources
Non Renewable
Fossil Fuels
Natural Gas
Shale Oil Tar Sands
Nuclear Fusion Fuel
Renewable Solar
Geothermal
Tidal
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Solar
Direct Sunlight
Wind
Hydroelectric
Ocean Currents
Ocean Thermal Gradients
Biomass
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W ld P i E
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World Primary Energy
Consumption
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GDP
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2010 US Energy Flow
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US Energy Consumption
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Alaska Energy Consumption
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Alaska Energy Consumption
The United States uses more energy percapita than any other country in the world, and
Alaska as a state has the highest energy percapita energy use in the narration at 1112MMBtu per person. This is three times higherthan the national average of 333 MMBtu.
This is due to our cold harsh winters, high
level of air travel 43% of total energy is from jet fuel most of
which is for international flights.
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Alaska Energy Consumption
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Climate Change Logic
1. The Burning of fossil fuels cause carbondioxide concentrations to rise.
2. Carbon dioxide is a greenhouse gas.
3. Increasing the greenhouse effect increasesaverage global temperatures (among otherimpacts)
Does Skeptic mean a person who has not looked at the data?
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1000 ears of CO2
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1000 years of CO2
Concentration
1000 Y f T t
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1000 Years of Temperature
Changes
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Every Year an Average Coal Plant Releases 3,700,000 tons of CO2
10,000 tons of SO2. 500 tons of particulates
10,200 tons NOx
720 tons of CO
220 tons of volatile organic
compounds (VOC)
170 pounds of mercury
225 pounds of arsenic
114 pounds of lead
And there are over 600 of them in the US.Source: Union of Concerned Scientists: www.ucsusa.org
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Types of Pollutants
CO2Global Warming
COHealth problem
PMRespiratory andheart disease, haze
SOxAcid Rain,respiratory illness, haze
NOxOzone formation,acid rain, smog, nutrientloading, global warming
MercuryNeurotoxin
LeadNeurotoxin
Arsenic- Poison
VOCs
Numeroushealth problems
OzoneHealthproblems, damage toflora & fauna
Hundreds of other toxicchemicals
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Power in the Wind
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Power in the Wind
Power = Work / t= Kinetic Energy / t
= mV2 / t
= (Ad)V2
/t= AV2(d/t)
= AV3d/t = V
Power in the Wind = AV3
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remember
Swept AreaA = R2 (m2) Area ofthe circle swept by the rotor.
= air density in Colorado its
about 1-kg/m3
Power in the Wind = AV3
R
Example Calculating Power in the Wind
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Example Calculating Power in the Wind
V = 5 meters (m) per second (s) m/s
= 1.0 kg/m3
R = .2 m >>>> A = .125 m2
Power in the Wind = AV3
= (.5)(1.0)(.125)(5)3
= 7.85 WattsUnits = (kg/m3)x (m2)x (m3/s3)
= (kg-m)/s2 x m/s= N-m/s = Watt
Power in the Wind = AV3
(kg-m)/s2 = Newton
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Wind Turbine Power
Power from a Wind Turbine Rotor = CpAV3
Cp is called the power coeff ic ient.
Cp is the percentage of power in the wind that is
converted into mechanical energy.
What is the maximum amount of energy that canbe extracted from the wind?
T bi
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Betz Lim i twhen a = 1/3
Vax= 2/3V1 V2= V1/3
TurbineWhere
Free stream velocity, V1
Wake velocity, V2=(1 2a)
Velocity at rotor, Vax
= V1(1-
a)
Induction factor, a
5926.27
16C m ax,p
Rotor Wake
Rotor Disc
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Tip Speed Ratio
Capacity
Factor
Reality Check
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Reality Check
Whats the most power the .6 ft turbine in theexample can produce in a 5 m/s wind?
7.85 Watts x .5926 (Betz Limit) = 4.65 Watts
Maximum Possible Power Coefficient
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0.60
0.50
0.40
0.30
0.20
0.10
0.00
Cp
109876543210Tip Speed Ratio
Betz - Without Wake Rotation
With Wake Rotation
Tip-Speed Ratio
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p Speed at o
Tip-speed ratio is the ratioof the speed of the rotatingblade tip to the speed of
the free stream wind.
RV
=
R
R
Where,
= rotational speed in radians /sec
R= Rotor Radius
V= Free Stream Velocity
Blade Planform Types
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ypWhich should work the best??
Rectangular Reverse
Linear
Taper
Linear
TaperParabolic Taper
Airfoil Nomenclature
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wind turbines use the same aerodynamic principals as aircraft
VR= Relative Wind
= angle of attack = angle between the chord line and the
direction of the relative wind, VR.
VR= wind speed seen by the airfoilvector sum of V (freestream wind) and R (tip speed).
V
R r
V
Airfoil Behavior
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Airfoil Behavior
The Lift Forceisperpendicular to thedirection of motion. Wewant to make this force
BIG.
The Drag Forceisparallel to the direction
of motion. We want tomake this force small.
= low
= medium
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Airfoil in stall (with flow separation)
Stall arises due to separation of flow from airfoil
Stall results in decreasing lift coefficient withincreasing angle of attack
Stall behavior complicated due to blade rotation
Making Good Airfoils
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Gradual curves
Sharp trailing edge
Round leading edge
Low thickness to chordratio
Smooth surfaces
Making Good Airfoils
Good
Not so good
Energy Production Terms
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Energy Production Terms
Power in the Wind= 1/2AV3
Betz Limit- 59% Max
Power Coefficient- Cp
Rated PowerMaximum
power generator can
produce.
Capacity factor
Actual energy/maximum
energy
Cut-inwind speed where
energy production begins Cut-outwind speed where
energy production ends.
Typical Power Curve
Performance Over Range of Tip
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g p
Speed Ratios
Power Coefficient Varies with Tip Speed Ratio
Characterized by Cp vs Tip Speed Ratio Curve
0.4
0.3
0.2
0.1
0.0
Cp
121086420
Tip Speed Ratio
Considerations for Optimum Blade
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Considerations for Optimum Blade
Optimum blade will have low solidity (10%) and tip speed
ratio, ,about 5-7. (match speed to generator)
High means lower pitch angle (blade tip is flat to the
plane of rotation).
Lower means higher pitch angle (feathered).
Pitch angles should be equal for all blades.
Optimum blade has large chord and large twist near hub
and gets thinner near the tip. Optimum blade is only "optimum" for one tip speed ratio.
The optimum blade will have smooth streamlined airfoils.
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Number of BladesOne
Rotor must move morerapidly to capture sameamount of wind Gearbox ratio reduced Added weight of
counterbalance negates somebenefits of lighter design
Higher speed means morenoise, visual, and wildlifeimpacts
Blades easier to installbecause entire rotor can beassembled on ground
Captures 10% less energythan two blade design
Ultimately provide no costsavings
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Number of Blades - Two
Advantages &disadvantages similarto one blade
Need teetering huband or shockabsorbers because ofgyroscopic imbalances
Capture 5% lessenergy than threeblade designs
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Number of Blades - Three
Balance ofgyroscopic forces
Slower rotation
increases gearbox &transmission costs
More aesthetic, lessnoise, fewer bird
strikes