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Embedding formative assessment features into LabView interface

Abstract

Virtual instruments (VI), namely those designed using LabView, are increasingly used to enable access to remote instruments over the web. In an academic context, such VIs may be used to build a remote workbench that enables the students to carry out a laboratory task from their homes. The picture below illustrates a remote workbench that was developed to support laboratory assignments in digital / analogue electronics. This remote workbench comprises an oscilloscope, a waveform generator, and a multimeter, besides live images from the lab. Remote workbenches, or simulation environments, are not meant to replace real labs, but rather to complement them. They enable the students to continue their work in the lab, even after leaving the university campus. In most cases, a remote workbench constitutes a replica of what the student sees in a real workbench. However, VI interfaces might be designed to provide a much richer educational experience, namely by monitoring what the student does.

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Embedding formative assessment features into LabView interface

Author: Max Conradi,Reinhard Langmann,António M. Cardoso,José M. M. Ferreira
Year: 2007
Source: https://repositorio-aberto.up.pt/bitstream/10216/84641/2/59403.pdf
Embedding o ma i e assessmen ea u es in o LabView in e aces
REV 2007 - www. e -con e ence.o g 1
Embedding o ma i e assessmen
ea u es in o LabView in e aces
Max Con adi1, Reinha d Langmann1, An ónio M. Ca doso2, J. M. Fe ei a2
1 Uni e si y o Applied Sciences, Dusseldo , Ge many
2 Faculdade de Engenha ia, Uni e sidade do Po o, Po ugal
Abs ac — Vi ual ins umen s (VI), namely hose designed
using LabView, a e inc easingly used o enable access o
emo e ins umen s o e he web. In an academic con ex ,
such VIs may be used o build a emo e wo kbench ha
enables he s uden s o ca y ou a labo a o y ask om
hei homes. Remo e wo kbenches, o simula ion
en i onmen s, a e no mean o eplace eal labs, bu a he
o complemen hem. They enable he s uden s o con inue
hei wo k in he lab, e en a e lea ing he uni e si y
campus. In mos cases, a emo e wo kbench cons i u es a
eplica o wha he s uden sees in a eal wo kbench.
Howe e , VI in e aces may be designed o p o ide a much
iche educa ional expe ience, namely by embedding
o ma i e assessmen ea u es, as desc ibed in his wo k-in-
p og ess pape .
Index Te ms— e-lea ning, o ma i e assessmen , online labs,
LabView.
I. INTRODUCTION
The objec i e o his wo k is o design embedded
assessmen ea u es in o common VIs, used o build
emo e wo kbenches in academic con ex s. An embedded
assessmen ea u e may be seen as a VI ex ension ha
cap u es and s o es o ma i e assessmen in o ma ion,
desc ibing how a s uden handles an ins umen . This
in o ma ion will be made a ailable o he s uden and o i s
eache , and may be used o iden i y a eas whe e he
s uden skills / knowledge need o be imp o ed.
The pic u e below illus a es a emo e wo kbench ha
was de eloped o suppo labo a o y assignmen s in digi al
/ analogue elec onics. This emo e wo kbench comp ises
an oscilloscope, a wa e o m gene a o , and a mul ime e ,
besides li e images om he lab.
Figu e 1. A emo e wo kbench suppo ing basic elec onics expe imen s
The s uden s unning an expe imen will ha e o adjus
he wa e o m gene a o and he oscilloscope. I his was
done in a eal lab, wi h a u o nea by, he/she would be
able o assess i he s uden knew how o handle hese
ins umen s, jus by wa ching how he s uden ca ied ou
his i s s ep. The objec i e o his wo k is o s udy how
a he same conclusion can be de i ed by au oma ically
moni o ing how he s uden handles he VIs.
II. REFERENCE MODEL
The PTSE lab a FEUP al eady uses a ious VIs ha
a e used o design emo e expe imen s in elec onics. All
such VIs we e de eloped using LabView. The p oposed
app oach consis s o analysing he LabView sc ip s o
such VIs and de ising ways o iden i y and cap u e he
ele an embedded assessmen in o ma ion. In he ini ial
phase o his wo k, a simple VI ep esen ing a basic
ins umen (e.g. a ol me e ) was used o look o an
app op ia e de elopmen model and i s implemen a ion
s a egy.
Only a ew s uden ac ions a e ele an om he
assessmen poin o iew. One o he i s ques ions o be
conside ed was he e o e how o iden i y wha ac ions
should be logged in o he assessmen epo . On he o he
hand, a gi en ac ion may o may no be ele an ,
depending on he ope a ing condi ions a ha momen , and
on wha he s uden may be ying o achie e. The ules
ha iden i y when a gi en ac ion is ele an o
assessmen pu poses a e he e o e dynamic and mus be
con inuously upda ed as he expe imen p og esses.
Le ’s conside he example o an oscilloscope VI whe e
one channel is being used o obse e a gi en inpu signal.
The V/di and ime base bu ons de ine he display
condi ions, and need o be adjus ed by he s uden in
acco dance wi h he ampli ude and equency o he inpu
signal. A 5 V / 1 KHz sine wa e may be isualised by
adjus ing he display channel o 2 V/di and he ime base
o 100 μs/di , al hough he e a e o he se ings ha migh
as well be selec ed in his case (e.g. he same V/di scale
and a 50 μs/di ime base, o any o he neighbou ing
ampli ude and ime base scales).
The accep able anges o V/di and ime base se ings
a e he e o e dependen on he inpu signal, and may be
ep esen ed as shown in igu e 2, whe e each ange is
de ined by a lowe and a highe limi , de ining a do ed
a ea ha ep esen s he success space. No ice ha he
success space may be n-dimensional in mo e complex
examples, o uni-dimensional in e y simple cases (such
as he ol me e VI e e ed abo e).
Embedding o ma i e assessmen ea u es in o LabView in e aces
REV 2007 - www. e -con e ence.o g 2
Ampli ude scale
Time base scale
Time / di
lowe bounda y
Time / di
highe bounda y
V / di
highe bounda y
V / di
lowe bounda y
Figu e 2. Gene ic ep esen a ion o a possible success space
An assessmen e en is igge ed when he s uden s a e
asked o calib a e he oscilloscope channel. Reaching he
success space (and s aying he e) in less han 20% o he
ime a ailable o aking mo e han 100% o ha ime o
ge he e, will gene a e o ma i e assessmen in o ma ion,
which will be added o he assessmen epo . Any e en
ha adds in o ma ion o he assessmen epo is a alid
assessmen e en . When he s uden eaches he goal o
he assessmen e en wi hin 20%-100% o he ime
a ailable, no assessmen in o ma ion is p oduced. I he
s uden is asked o calib a e he display channel bu is no
able o selec V/di and ime base scales wi hin a gi en
ime pe iod, his may mean ha his/he skills need o be
imp o ed. On he o he hand, i hey each hei goal e y
quickly (e.g. in less han 20% o he ime a ailable), hen
his may be indica i e o a e y good s uden . In bo h
cases, he assessmen e en should p oduce assessmen
in o ma ion. The ac ions pe o med by he s uden s (i.e.
any in e media e se ings selec ed while ying o calib a e
he oscilloscope) du ing a alid assessmen e en shall
also be eco ded in he assessmen epo .
Ampli ude scale
Time base scale
Time / di
lowe bounda y
Time / di
highe bounda y
V / di
highe bounda y
V / di
lowe bounda y
S a poin
Fi s ac ion (ano he
V/di se ing selec ed)
Las ac ion be o e
100% o ime elapsed
Figu e 3. Failing o each a success ul ou come
The example on igu e 3 illus a es a case whe e he
s uden ails o achie e he goal o calib a ing he
oscilloscope channel, wi hin he ime a ailable o do so.
No ice ha his conclusion is ques ionable, since he/she
eached he success space in ime, and migh jus ha e
modi ied he V/di scale o show some hing o a
colleague. Howe e , and since many assessmen e en s
will be igge ed as he expe imen p og esses, imp obable
si ua ions as he one jus desc ibed a e no expec ed o be
s a is ically meaning ul.
III. TECHNICAL IMPLEMENTATION
The cases conside ed in he p e ious pa ag aphs
indica e he need o de elop embedded assessmen
e e ence models, able o p o ide an abs ac
ep esen a ion o he equi ed assessmen ea u es. Such
e e ence models will be speci ic o each VI, desc ibing
hei own n-dimensional success spaces, indica ing wha
(dynamic) in o ma ion de e mines he success space
bounda ies, he ime pe iod associa ed wi h each
assessmen e en , he in o ma ion o be added o he
assessmen epo in case o a alid ins ance, e c.
Once a e e ence model ha desc ibes he embedded
assessmen ea u es o a gi en VI is eady, i is possible o
s a i s echnical implemen a ion. Since he VIs ha a e
a ailable a he PTSE lab we e buil using LabView, he
eques ed embedded assessmen ea u es is bes done in
he o m o a LabView VI assessmen ex ension.
Assessmen ex ensions should be de eloped in modula
o m, meaning ha each VI may exis wi h o wi hou
hem. Embedded assessmen ex ensions a e no
necessa ily isible a he VI in e ace le el, bu he s uden
should always be awa e o hei p esence.
Figu e 4. A VI and i s assessmen ex ension
Ou i s implemen a ion goal consis ed o eco ding all
s uden ac ions and ma king all s uden -d i en e en s, as
shown in igu e 4. The assessmen ex ension adds a
con ol panel a he o iginal VI bu on, enabling he u o
o iden i y hose momen s in ime whe e meaning ul
e en s may be loca ed. The u o is able o eplay a
no mal speed he whole expe imen , o o as o wa d a
a ious speeds. He/she may also jump di ec ly o he
momen whe e a gi en e en is ma ked.
IV. CONCLUSION
The cu en implemen a ion is able o eco d all s uden
ac ions and o iden i y he possible meaning ul momen s
o assessmen pu poses, bu is s ill missing he au oma ic
assessmen ea u es. The inal p o o ype will be able o
help u o s and s uden s o ob ain o ma i e assessmen
in o ma ion, which can be used o iden i y any a eas
whe e u he aining is equi ed. No ice ha eco ding
s uden ac ions may aise e hical issues which ha e o be
discussed be o ehand and he s uden s mus be awa e o
i s p esence. In pa icula , i is impo an o ensu e ha all
s uden s a e awa e o he embedded assessmen ea u es
and in ag eemen wi h hei use.
Embedding o ma i e assessmen ea u es in o LabView in e aces
REV 2007 - www. e -con e ence.o g 3
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AUTHORS
M. Con adi is wi h he Uni e si y o Applied Sciences,
Depa men o Elec ical Enginee ing, Jose -Gockeln-
S asse 9, D-40474 Duesseldo (e-mail:
maxcon [email protected] ).
R. Langmann is wi h he Uni e si y o Applied
Sciences, Depa men o Elec ical Enginee ing, Jose -
Gockeln-S asse 9, D-40474 Duesseldo , (email:
einha d.langmann@ h-duesseldo .de).
A. M. Ca doso, is wi h he Faculdade de Engenha ia,
Uni e sidade do Po o, Rua D . Robe o F ias, 4200-465
Po o, Po ugal (e-mail: admp se@ e.up.p ).
J. M. Ma ins Fe ei a, is wi h he Faculdade de
Engenha ia, Uni e sidade do Po o, Rua D . Robe o
F ias, 4200-465 Po o, Po ugal (e-mail: jm @ e.up.p ).