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)
871
troubleinmasteringtheRules3,6,10,13,14,15and
19.Inotherwords,lessthan50%ofthestudentsgave
thecorrectanswerstothesequestions.
Afteranalysingthequestionsthattestedstudents’
knowledge, it was found out that students who are
part of the “sandwich system”
have the greatest
troubleinmasteringtheRules1,3,6,9,10,13,14,17,
18and19.Thatis,lessthan50%ofthestudentsgave
thecorrectanswerstothesequestions.
Thecomparisonofthestudents’answersto both,
self‐assessment based questions and the questions
that
tested their knowledge has shown a certain
disproportion, (Figure 4‐5), especially among the
studentswhoarepartofthecontinuingsystem.
Figure4. Disproportion between self‐assessment and
knowledge among the students who are part of the
continuingsystem.
Figure5. Disproportion between self‐assessment and
knowledge among the students who are part of the
“sandwichsystem”.
It has been identified that overlapping exists in
only two out of 19 analysed Rules. In other words,
studentswhoarepartofthecontinuingsystemthink
that only two rules are problema tic to understand:
Rule 10 and Rule 19. As far as the answers of the
studentswho are part
of the “sandwichsystem” are
concerned, the overlapping was noticed with the
followingRules:6,9,10,13,17,18and19.
Itcanbeconcludedthatthestudentsonlypartially
understand what Rules are really the problematic
ones. It is also important to emphasise that the
percentage of students
who passed this exam at the
respectivefacultieswas75to90%.
Afterathoroughanalysisoftheanswersthatrefer
to students’ knowledge, it was found out that both
groupsofstudentshaveproblemswithmasteringthe
followingproblematicRules:3(Generaldefinitions),6
(Safe speed), 10 (Traffic separation schemes),
13
(Sailing vessels), 14 (Head‐on situations) and 19
(Conductof vessels in restricted visibility).As faras
someRulesareconcerned,namelyRules6,10and19,
theauthorsthinkthattheyarenotwrittenadequately.
Therefore,they are more difficult for the studentsto
understand. The authors will
try to explain the
reasonswhytheyaresodifficulttounderstand.
TheconceptofsafespeedwhenapplyingtheRule
6canbeveryproblematicboth,duringthestudents’
training and in practice when navigating restricted
areas like channels, traffic separation schemes,
accessestoportsetc.Insuchsituations,the
officerof
thewatchcanmakeamistakewhendeterminingthe
safe speed since he predicts the hypothetic
manoeuvres of other vessel/s. Therefore, the authors
think that the defined maximum safe speed (in
numbers)would bemuchmoreappropriateinsome
situationsandforvesselsofdifferentsizes.
As far
as the Rule 19 (Conduct of vessels in
restrictedvisibility)isconcerned,phrasessuchas“so
far as possible” or “apparently” allow different
interpretationofboth,theruleitselfandapartofit.
When referring to the Rule 10(Traffic separation
schemes),evenitsbeginningcanbeconfusingtothe
students:
“(a). This Rule applies to traffic separation
schemes adopted by the Organization and does not
relieve any vessel of her obligationunder any other
rule”
TheRulegoesasfollows:
“(i).Avesselengagedinfishingshallnotimpede
thepassageofanyvesselfollowingatrafficlane.
(j).
A vessel of less than 20 metres in length or a
sailingvessel shallnot impede the safepassage of a
power‐drivenvesselfollowingatrafficlane.”
Thestudentsdonotoftenknowhowtodetermine
reciprocal obligations of vessels when reading this
Rule, which is because of all the
above‐mentioned
reasons. This opinion is confirmed by the fact that
Rule10isoneofthemostmisinterpretedones.
In addition, it is necessary to emphasize the
importance of translation of the COLREGs from
English language to respective mother tongues or
officiallanguagesofthecourses.Misinterpretationof
translation
canadditionallyconfusethestudents.
3.2 Theanalysisofmethodsoflearning
Inthispartof the research analysis, theauthorswill
discussstudents’answersreferringtothemethodsof
learningtheCOLREGs.Thefollowingmethodswere
analysed:classroom teaching with teacher’s
explanationofeachrule,selfe‐learning,learningthe
COLREGs using naviga tion simulator, learning the
COLREGs using real‐life or prepared scenarios e.g.
animations, online learning in a group, distance
learning‐in a group and practical training on board.
Theanswerswererankedasfollows:thelowestfigure
stands for the most efficient method of learning the
COLREGs
whereas the highest figure stands for the
leastefficientone(Figure6‐7).