Measuring energy consumption in embedded systems
Video in TIB AVPortal:
Measuring energy consumption in embedded systems
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Title 
Measuring energy consumption in embedded systems

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CC Attribution 2.0 Belgium:
You are free to use, adapt and copy, distribute and transmit the work or content in adapted or unchanged form for any legal purpose as long as the work is attributed to the author in the manner specified by the author or licensor. 
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Release Date 
2014

Language 
English

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Subject Area  
Abstract 
In this talk, I will introduce the need for energy measurements for embedded devices and show how they may be performed accurately and for very low cost using a combination of offthe shelf parts and a wide range of target embedded systems. I will cover the basic physics of energy measurement and go on to display designs for energy measurement kits, including the power sensing boards recently developed as part of the MAGEEC research project.

00:00
Computer animation
Set (mathematics)
Quicksort
00:42
Computer animation
01:27
Computer animation
02:12
Point (geometry)
Computer animation
Multiplication sign
02:57
Computer animation
03:42
Word
Computer animation
State of matter
Video game
Set (mathematics)
Right angle
Evolute
Mereology
05:05
Computer animation
05:43
Arithmetic mean
Computer animation
Military base
Projective plane
Universe (mathematics)
Conservation law
Basis <Mathematik>
Food energy
07:11
Point (geometry)
Process (computing)
Theory of relativity
Computer animation
Multiplication sign
Videoconferencing
Video game
Rule of inference
Computer programming
Number
09:20
Theory of relativity
Computer animation
Variety (linguistics)
Product (business)
09:57
Arithmetic mean
Computer animation
State of matter
Multiplication sign
Universe (mathematics)
Mass
10:44
Process (computing)
Computer animation
1 (number)
Set (mathematics)
Website
Volume (thermodynamics)
Right angle
Game theory
Power (physics)
11:45
Computer animation
Information
Gradient
Computer science
Sampling (statistics)
Energy level
Student's ttest
Cartesian coordinate system
13:42
Mathematics
Computer animation
Multiplication sign
Physical system
Power (physics)
Wave packet
14:36
Axiom of choice
Computer animation
State of matter
Set (mathematics)
Theory
Field (computer science)
15:26
Area
Computer animation
Food energy
16:06
Computer animation
Right angle
Musical ensemble
Error message
16:54
Type theory
Computer animation
Authorization
17:43
Computer animation
Internetworking
Right angle
Data structure
18:57
Sign (mathematics)
Computer animation
Bit rate
Universe (mathematics)
1 (number)
Right angle
19:40
Computer animation
Conservation law
Form (programming)
20:17
Mathematics
Computer animation
Bit rate
Different (Kate Ryan album)
View (database)
Range (statistics)
Mereology
Theory
21:08
Computer animation
Multiplication sign
Physical law
Diagram
Mereology
Theory
Number
22:25
Process (computing)
Computer animation
Key (cryptography)
Multiplication sign
View (database)
Image resolution
Summierbarkeit
24:07
Computer animation
Concentric
Mathematical analysis
Right angle
Reading (process)
25:10
Curve
Kernel (computing)
Computer animation
Resultant
25:57
Medical imaging
Computer animation
Closed set
Virtual machine
Figurate number
26:54
Group action
Computer animation
Different (Kate Ryan album)
Factory (trading post)
Order (biology)
Video game
Software testing
Line (geometry)
Distance
Mereology
28:00
Word
Response time (technology)
Computer animation
Multiplication sign
Electronic mailing list
Right angle
Form (programming)
28:38
Point (geometry)
Computer animation
Survival analysis
Control flow
Video game
Convex set
Mereology
Rule of inference
Social class
29:40
Computer animation
Universe (mathematics)
Right angle
30:31
Area
Arithmetic mean
Population density
Computer animation
Set (mathematics)
Summierbarkeit
Maxima and minima
Line (geometry)
Cartesian coordinate system
Food energy
Field (computer science)
Form (programming)
31:53
Crosscorrelation
Root
Bit rate
Multiplication sign
Universe (mathematics)
Website
Summierbarkeit
Total S.A.
Musical ensemble
Game theory
Resultant
Power (physics)
35:16
Computer animation
Multiplication sign
Bit
Quicksort
Error message
36:18
View (database)
Multiplication sign
Mathematical analysis
1 (number)
Insertion loss
Inverse element
Limit (category theory)
Graph coloring
Computer animation
Vector space
Personal digital assistant
Semiconductor memory
Network topology
Universe (mathematics)
Right angle
Associative property
Physical system
38:44
Category of being
Computer animation
Basis <Mathematik>
Multimedia
Line (geometry)
Metropolitan area network
39:34
Computer animation
Personal digital assistant
Different (Kate Ryan album)
Closed set
Statistical dispersion
Summierbarkeit
Bit
40:37
Medical imaging
Mathematics
Computer animation
Regulator gene
Representation (politics)
41:18
Arithmetic mean
Theory of relativity
Computer animation
Regulator gene
Integrated development environment
Condition number
Physical system
Form (programming)
42:01
Decision theory
Multiplication sign
Price index
42:57
Computer animation
Mereology
43:35
Mathematics
Computer animation
Bit rate
Multiplication sign
Model theory
Theory
Demoscene
44:37
Medical imaging
Computer animation
Observational study
Moment (mathematics)
Variance
Set (mathematics)
Series (mathematics)
Mereology
46:12
Point (geometry)
Computer animation
Image resolution
Multiplication sign
Line (geometry)
Resultant
Theory
47:01
Line (geometry)
Mereology
47:53
Trail
Computer animation
Model theory
Energy level
Quicksort
Software maintenance
Family
Formal language
00:00
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03:01
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09:21
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09:41
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11:33
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11:46
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13:32
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13:43
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13:58
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14:38
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14:50
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18:30
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18:58
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19:10
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19:29
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19:41
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20:21
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21:04
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21:30
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22:25
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22:38
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24:09
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24:20
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25:14
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25:28
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26:35
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26:57
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27:09
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27:15
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28:01
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28:16
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28:41
the of the survival of the most by the the best 1 the point is the you know so and you would think that the
28:53
role of of life in the use of exactly the same way as the fall off in the brain which is the 1 thing on the right what's in the class of convex and so this break the rules of the small so it'd be desirable in in the in part of greater the the funny thing was that we wanted to maximize the use you know all the solution the more points in the region so what we did is we
29:42
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30:06
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30:16
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30:36
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31:30
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31:53
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32:54
measured using the community of so this kind of households which is in the hands and so we to talk about about the people in that they would be the sum of this this is unit of the this is because that was the thrust the United Nations you with this so the rate of this kind of what people do is have a problem and the very this is the same same in all of the time you know what you get a chance to talk to you later in the year the the solution to this problem that we have to look at what I get if you would like to do is just to this and that so the the the and so the always I that 1 of the things that we would have had its roots in the music so the total in the use of of the same thing for the university you win that you see the the 1st thing we said was that of the of the of the site a and I was looking at the end of culture where you on the use of of it it will measure the power you did with the interval deliveries of the or anything because you will win the In the end of the year after correlation of features in the game the and that's the
35:17
way it is with you but this would have been in in 2 the idea is that we have a place in the park and has builtin error
35:31
because we really did want usually you find the 2 it is and so you you have there and that's almost all all of the things that could be taken value of the measurement you know is this sort of leads you have you know that all the time and you know and you need to let these users to the end of the year and there is also a bit of the other than by sampling problems and that I want wanted buy a used all parts of
36:19
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36:23
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38:46
the 2 and we will have on on the use of the solution of this year on the basis of is and adding the 2 of
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39:04
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this is the the the the man I was the 1 that is 1 of the ways in the multimedia and here you can see the properties of the 1st mind and that new was happens at the white doesn't have the staff and
39:38
and the sum of the year that was possible only in the case of what it would you the
39:50
that you want to do that with the of solution of the the workers
39:58
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40:39
will be a part of and quite a ways in a revival of 1 mole restful that is really a
40:54
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40:56
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41:08
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41:20
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41:32
forms this invention in relation to juggle good they actually have the system working in meaning and those who has a in
41:49
this regulation has to be made In this work we consider the the
41:57
environment of the 1 that comes to
42:01
violating that search and the decision in the indices of another really good and by how this like all the and those that was set to and was like the with the of the In the last time the the size of the the long of use all the only and the and then you get the you will you know that this is all although the final decision we I
42:50
think you know and and and so I want you to
43:06
find will act as 1 of the reasons is the most widely and on the other side the have of the of the whole things that you know this is the nite of hospital that when you part of the scene and
43:34
the last thing we have to do
43:37
so in a way that is the in is what I have existed and possibilities of the and we also have to realize the what this single and will because they take time
43:56
on that and 1 of the things you interchangeable only in the last of them and the models you know I think that the now where where it was 1 of the things of use American you so that the rate was caused by a change of scene but all this is my 1st so this is the 1 that would be the 1 in the world that you will see that for some time only using the and that means the theory that the only
44:37
possible because of the values what happens is that is all you I thank you don't lose the reason that the variance of each of the 1st 1 you know a series of studies is the 1 want that 1 any more interested so you have to have a person who lives in this part of the the of so the setting was measured using the method of images of the the of to know so that reminds you of the modified variances and images on your phone and you know what that means you
45:34
have to use a very new represent this a we have a universal because of the the only thing that really say that through the know that it is in the moment that it would be a lot of was in and so was this was the thing will the fundamental very rapidly you'll never
46:15
get out is that the resolution said is this line my some of this from the the the United States Navy have this so that all of these I wonder if that is
46:33
true and by the way of Tanglewood side with the the and and we will be lost
46:44
and the result is going to be a so that's also where we a lot of work to theory on the I think it was situations and that you may have the ability to times this is the point is you
47:03
need a lot easier to buy in the of the of the of the of the of the region there is still a very old the lines in the red part the whole picture like that in the OK and in the text of the and and also this is on the will in the losers she
47:36
of the people in the world you want to correspond to the user and the next the muscle and the land of a and
47:55
that sort of thing you need to find out the size of the model and the provision of the and you will use the following verses that reduces the use of in the the so I think without this to and says the is very useful
48:23
to do this say is like that of the 3 of them because they have more that what
48:30
is thing that in the in the middle of the day the with and maintenance of the level of breaking track so the 1 in the the language of the family