Energy Savings Analysis Flashcards

1
Q

Energy saings

A

= energy that is not used

“negaWatt”

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2
Q

Measuring energy savings are difficult because

A
  • Use and consumption can change (cold winter = more heating)
  • Efficiency of power plants vary. (dependent on temperature of cooling water)
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3
Q

Efficiencies given for products are not always true because

A

those are efficiencies given under “perfect” test conditions. Use in reality will affect them differently. Think of PV panels, wind turbines and cars.

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4
Q

Term used to indicate efficiency of power plants

A

Design efficiency

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5
Q

Volume effect

A

in/decrease of energy use because in/decrease of activity.

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6
Q

Structure effect

A

in/decrease of energy use because of change in structure/activity mix.

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7
Q

Examples of structure effect

A
  • From one type of available tomatoes to a variety being available
  • Modal shift in transport
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8
Q

Savings effect

A

decrease of energy use by efficiency improvement. distinguish between volume vs. structure + savings.

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9
Q

Frozen efficiency/intensity

A

“Freezing” the energy used

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10
Q

How to get frozen activity baseline?

A

activity in base year X activity indicator in target year

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11
Q

The frozen activity baseline:

A
  • only accounts for product growth

- difference between frozen and actual can be explained by structure and savings

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12
Q

Examples of activity indicators

A

GDP

Actual production

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13
Q

Energy activity

A

= energy per e.g. steel. (Physical indicator)

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14
Q

Energy intensity

A

= energy per GDP

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15
Q

Structure changes can

A

interfere with savings calculations. Since they are not taken into account in a frozen baseline calculation, the end result of those calculations can be unrealistic.

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16
Q

Indicators should be carefully chosen (example)

A

If you only have population and household data, you are neglecting changes in the building sector.

17
Q

The example of the car, where the reference situation is 2 people, 1 old car, 50km for 10 km/ltr, becomes 2 new cards, 50 km each for 20 km/ltr

A

In this example there is a volume effect: double distance is driven. Energy savings effect: doubling of efficiency.

18
Q

Car example with passenger km (pskm)

A

Reference situation is just like new situation 100 pskm, so no volume effect.
Structure effect since from 2 people in 1 car the change is 1 person in 1 car.

19
Q

Reference situation

A

= the comparison base in energy savings calculations

Should always be for the same size/categorie, so not a large and small freezer.

20
Q

Reference situation examples

A
  • old situation
  • an alternative (e.g. ICE car vs electric car)
  • Average (type) use(d) (by households, etc.)
  • Best available
21
Q

Trias energetica

A

1) Reduce demand
2) Use as much renewables as possible
3) use fossils as efficient as possible

22
Q

Combined vs. isolated analysis

A

The total savings effect from 2 or more measures can be less then when calculated separately. Example of insulation and boiler, which to install first?

In isolated analysis you can easily overestimate savings.

23
Q

HDD

A

Heating degree days

24
Q

CHP

A

combined heat and power production

25
Reasons to make/use CHP
``` - Saves energy (and money?) • Saves grid losses • Reduces CO2 emissions • Improves energy security • Creates autonomy - Monopoly of power producers - Unreliable grid - Back-up facility ```
26
Three aspects that help achieve maximum efficiency of CHP
- High overall efficiency - High power-to-heat ratio - a plant designed to meet (the base load) heat demand
27
4 methods of calculation power efficiencies (CHP) that correct for heat
1) Power only 2) power & heat 3) Substitution method 4) power loss factor
28
Power loss factor
(E out + Pout*loss factor) / Fuel input Only in combined cycles, they have electricity loss when heat increases.
29
Power only
Eout / Fuel in
30
Power & heat
(E out + H out) / Fuel in
31
Substitution
Eout / (Fuel in- Reference heat) Where reference heat = Hout / reference efficiency
32
The power loss factor is
a factor that for every additional unit of heat produced, loses X unit's of electricity
33
pKm
passenger kilometers The amount of kilometers one passenger travels 2 people in a car driving 50 km is 50 pKm each, therefore 100 pKm total