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<title>JMRI: Signaux - Mise En Route</title>
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<h1><a name=
"Signals_For_Your_Model_Railroad_-_Getting_Started"></a>Signaux
pour Votre R&eacute;seau - Mise en route</h1>
<p>par Elmer McKay - traduction Herv&eacute; Blorec</p>
<p>
Il existe diff&eacute;rents degr&eacute;s de
complexit&eacute; du syst&egrave;me de signalisation
pour le r&eacute;sau mod&egrave;le. Le plus simple
&eacute;tant un signal qui change de couleur lorsque
l'aiguillage est d&eacute;vi&eacute;. Les plus
compliqu&eacute; sont ceux qui ont besoin d'un ordinateur
pour lier l'occupation de Cantons et la direction des
Aiguillages. Et il y a des syst&egrave;mes de signalisation
qui tombent dans l'intervalle. Les syst&egrave;mes qui
utilisent un ordinateur sont les plus r&eacute;alistes et
les plus chers. Si vous voulez ajouter un syst&egrave;me de
signalisation contr&oacute;l&eacute;s par un
ordinateur, votre syst&egrave;me DCC doit &ecirc;tre
capable de se connecter &aacute; l'ordinateur aussi. Certains
d&eacute;butants ont des syst&egrave;mes DCC
d'entr&eacute;e de gamme qui ne peuvent pas
&ecirc;tre connectable &aacute; un ordinateur, mais la
plupart des syst&egrave;mes avanc&eacute;s peuvent
l'&ecirc;tre. Soyez s&ucirc;r de
v&eacute;rifier votre syst&egrave;me avant l'achat de
pi&egrave;ces que vous ne pourriez ne pas &ecirc;tre
capable d'utiliser.<br>
Autre consid&eacute;ration le type de syst&egrave;me
de signalisation &aacute; choisir et votre capacit&eacute;
&aacute; comprendre l'&eacute;lectronique et le
ciblage. Si vous avez un probl&egrave;me avec
le r&eacute;glage de l'horloge sur un
magn&eacute;toscope ou un lecteur DVD, ou si vous ne
comprenez toujours pas votre propre syst&egrave;me DCC,
rester avec le type le plus simple du syst&egrave;me de
signalisation, celui qui ne n&eacute;cessite pas
d'ordinateur.</p>
<h3><a id="Type_of_Signals_to_Use" name="Type_of_Signals_to_Use"></a>
Type de Signaux &aacute; Utiliser</h3>
<p>
- Si vous ne savez rien sur les signaux de chemins de fer
et comment ils sont utilis&eacute;s, vous avez besoin de
faire quelques recherches pour le savoir. Les Signaux de chemin
de fer ne sont pas des feux de circulation. Ils sont venus avant
les feux de circulation, et le vert, les aspects jaune et rouge
(signal couleurs) signifient des choses diff&eacute;rentes.
Certains m&Atilde;&cent;ts de signaux ont deux t&ecirc;tes
de signal mont&eacute;es sur eux. Ceux-ci indiquent
g&eacute;n&eacute;ralement un itin&eacute;raire
d&eacute;vi&eacute; de la voie &aacute; un
aiguillage. La signalisation peut &ecirc;tre un
passe-temps au sein d'un hobby, et de le faire demande de bonnes
recherches. L'Internet est une ressource pr&eacute;cieuse
et vous devriez en profiter pleinement. Les R&eacute;seaux
Ferr&eacute;es diff&eacute;rents utilisent
diff&eacute;rents types de signaux, donc si vous faites un
prototype de mod&eacute;lisation particulier, vous devez
savoir quel type de signaux ils utilisent. Si votre
mod&egrave;le est ind&eacute;pendant des chemins de
fer, comme est le mien, vous devez d&eacute;cider quel type
de signaux que vous voulez utiliser, puis de trouver un chemin de
fer qui utilise ou a utilis&eacute; ce type et les
rechercher et la mani&egrave;re dont les signaux
&eacute;taient exploit&eacute;s.<br>
<a href="http://www.railroadsignals.us/">http://www.railroadsignals.us/</a> est un bon endroit
pour commencer votre recherche.</p>
<h3 ><a name="Signal_Plan" id="Signal_Plan"></a>Plan de
Signalisation</h3>
<p>
- La premi&egrave;re chose que vous devez
faire lorsque vous voulez mettre en place des signaux pour votre
r&eacute;seau est d'avoir une sorte de "Plan de
signalisation" pour votre r&eacute;seau ferroviaire. Vous
devez d&eacute;cider ce que vous voulez
r&eacute;ellement faire. A titre d'exemple, sur le mien,
j'ai le chemin de fer divis&eacute; en cantons. Ces cantons
sont d&eacute;tect&eacute;s ainsi quand un train y
p&eacute;n&egrave;tre, un signal est
envoy&eacute; &aacute; un programme informatique. (La
d&eacute;tection canton peut &ecirc;tre
simplifi&eacute; en disant que c'est la
d&eacute;tection des trains). Aussi, quand un aiguillage
est d&eacute;vi&eacute; ou chang&eacute; de
position, un signal est &eacute;galement
envoy&eacute; au programme d'ordinateur. Puis J'ai des
cartes de signal qui se connectent &aacute; mes signaux et font
changer les couleurs des signaux car ces diff&eacute;rentes
choses arrivent. Les signaux sont
c&Atilde;&cent;bl&eacute;s sur les cartes du signal et sont
contr&oacute;l&eacute;s par le programme
informatique.<br>
- - La premi&egrave;re &eacute;tape pour
&eacute;tablir un plan de signalisation est de dessiner un
plan de suivi de votre chemin de fer miniature, puis de
d&eacute;cider o&ugrave; vous voulez mettre vos
signaux (tel que d&eacute;termin&eacute; par un
chemin de fer r&eacute;el). Ensuite, d&eacute;cidez
ce qui va provoquer le changement des signaux. Soit quand un
train est dans un canton, dans une section OS (de transit) (un
bloc compos&eacute; d'aiguillages,
d&eacute;nomm&eacute; "le Switch" sections.), ou lors
d'un changement d'aiguillage; ou tous ensemble. Une fois que vous
aurez faits cela, vous aurez une meilleure id&eacute;e du
nombre de signaux dont vous aurez besoin, combien de capteurs ou
de commandes seront n&eacute;cessaires pour les postes
d'aiguillages, et combien de cantons seront
n&eacute;cessaires pour d&eacute;tecter vos
trains.<br>
- - - - Quel longueur
un bloc doit-il avoir, c'est &aacute; la personne qui construit
le r&eacute;seau de le d&eacute;cider et combien de
ligne il y a sur la voie principale. La longueur des trains que
vous ferez circuler peut g&eacute;n&eacute;ralement
aider &aacute; d&eacute;terminer la longueur des cantons.
Le seul souhait est d'&ecirc;tre capable de garer un train
complet dans une voie d'&eacute;vitement. Un autre est que
la ligne principale peut &ecirc;tre divis&eacute;e
en un certain nombre de cantons distincts s'il y a assez de
distance d'un &eacute;vitement pour passer au suivant.
Certaines personnes font leurs cantons de la longueur d'un train
long et certains de deux longueurs d'un train long, et certains
les rendent plus ou moins long. Je fais circuler des trains
courts sur mon r&eacute;seau, 6 &aacute; 8 voitures avec
une locomotive et un wagon de queue. Mes cantons sont de grandes
lignes d'au moins une longueur d'un train long, et
g&eacute;n&eacute;ralement pas plus de deux longueurs
de train.<br><br>
- - - &Aacute; ce moment, il peut
&ecirc;tre une bonne id&eacute;e de
d&eacute;cider si vous faites l'option maximum ou faire
quelque chose de plus simple avec votre syst&egrave;me de
signalisation. Un exemple d'un plan de signalisation est
indiqu&eacute; ci-dessous. Il montre o&ugrave; les
rails sont sectionn&eacute;s, les cantons et leurs
num&eacute;ros d'identification, les aiguillages et leurs
num&eacute;ros d'identification, et les signaux avec leurs
num&eacute;ros d'identification. Lors de
l'&eacute;laboration du plan, placer les premiers signaux
selon les pratiques de la signalisation de la voie
ferr&eacute;e que vous mod&eacute;lisez. Ensuite,
vous pouvez indiquer les &eacute;carts qui sont
n&eacute;cessaires pour le faire fonctionner. La logique
qui fait tout le travail est associ&eacute;e avec le
programme informatique que vous choisissez.</p>
<h3><a name="Block_Detection" id="Block_Detection"></a>D&eacute;tection Canton</h3>
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" /></p>
</div><br>
- - - Un syst&egrave;me pour
d&eacute;tecter quand un train est dans un canton ou sur
une certaine section de voie est n&eacute;cessaire. Pour
la d&eacute;tection de type courant, la piste doit
&ecirc;tre coup&eacute;e sur un ou plusieurs
rails, selon ce que le fabricant du d&eacute;tecteur de
canton conseille pour sonr syst&egrave;me. Il y a aussi
des cantons de d&eacute;tection qui utilisent la
photo-cellules ou des dispositifs de type IR. Il existe
diff&eacute;rents type pour choisir, et chaque fabricant
a sa propre version et son style, donc certaines recherches
afin de trouver celui qui va travailler avec le
syst&egrave;me DCC que vous avez.<br>
</div>
<h3><a name="Turnout_Position_Detection" id="Turnout_Position_Detection"></a>
D&eacute;tection de position Aiguillage</h3>
<p>
En outre vous devriez conna&Atilde;&reg;tre la position de votre
aiguillage, parce que cela affecte l'aspect du signal ou la
couleur. Cela peut &ecirc;tre fait par le
ciblage des contacts auxiliaires sur une moteur
d'aiguillage &aacute; une entr&eacute;e d'un certains
type, ou vers certains syst&egrave;mes qui utilisent le
m&ecirc;me signal num&eacute;rique qui est
envoy&eacute; au d&eacute;codeur DCC d'aiguillages
quand un aiguillage est d&eacute;vi&eacute;.</p>
<h3><a name="Signal_Board" id="Signal_Board"></a>Carte Signalisation</h3>
<p>
La carte prend le signal d'information et rend les signaux
d'affichage avec les aspects ou les couleurs que le programme
&aacute; calculer. Le ciblage du signal peut
&ecirc;tre intense. Certains syst&egrave;mes sont
modulaires pour rendre le ciblage plus
facile.<br></p>
<div>
<div style="height: 9.137cm;width: 17.59cm;" id="graphics4"
class="fr3">
<p><img width="769" height="399" alt="" src=
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" /></p>
</div>
</div>
<h3><a name="Computer_Program" id="Computer_Program"></a>Programme Ordinateur</h3>
<p>
- - Le programme informatique de
contr&oacute;le du syst&egrave;me examine les blocs,
s'il sont occup&eacute;s ou non;. Regarde la position des
aiguillages, et rassemble toutes les indications des autre
capteurs qui sont envoy&eacute;s &aacute; l'ordinateur, la
logique dans le programme prend tous ces facteurs
d'entr&eacute;es, les teste avec la logique du programme,
puis envoie les commandes appropri&eacute;es aux cartes de
signalisations pour donner la lumi&egrave;re des signaux
avec leurs aspects appropri&eacute;s ou de couleurs. Le
panneau d'ordinateur illustr&eacute; ci-dessous a
&eacute;t&eacute; con&ccedil;u en utilisant
JMRI Panel Pro. JMRI fournit &eacute;galement la logique
pour que tout fonctionne. Lorsque les aiguillages sont
d&eacute;vi&eacute;s, les cantons
occup&eacute;s par un train, et le changement des
t&ecirc;tes de signal, les ic&oacute;nes de
l'&eacute;cran changent pour refl&eacute;ter ces
&eacute;v&eacute;nements. Ce panneau est actuellement
construit et modifi&eacute; par l'ajout de la
d&eacute;tection de plusieurs cantonss et les signaux. La
fen&ecirc;tre centrale est la plus
compl&egrave;te.</p>
<p><img width="769" height="575" alt="" src=
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" /></p>
<p class="P2">- </p>
<h3 class="P11"><a name="Equipment_Types"></a>Types
Equipement</h3>
<p class="P2"><span class="T3"><br>
- - - Il y a diff&eacute;rents
fabricants qui font des cartes pour la d&eacute;tection de
bloc, de contr&oacute;le d'aiguillages, et l'affichage du
signal. Vous aurez &aacute; choisir ceux que vous souhaitez
utiliser. Voici quelques sites Internet parmi tant d'autres
disponibles<br>
<br></span><a href=
"http://www.wiringfordcc.com/signaling.htm"><span class=
"T4">http://www.wiringfordcc.com/signaling.htm</span></a><span class="T3"><br>
</span><a href=
"http://www.logicrailtech.com/index.htm"><span class=
"T4">http://www.logicrailtech.com/index.htm</span></a><span class="T3"><br>
</span><a href="http://www.circuitron.com/index.htm"><span class=
"T4">http://www.circuitron.com/index.htm</span></a><span class=
"T3"><br></span><a href=
"http://home.cogeco.ca/%7Erpaisley4/CircuitIndex.html#index"><span class="T4">http://home.cogeco.ca/~rpaisley4/CircuitIndex.html#index</span></a><span class="T3"><br>
</span><a href="http://www.cti-electronics.com/"><span class=
"T4">http://www.cti-electronics.com/</span></a><span class=
"T3"><br></span><a href=
"http://www.rr-cirkits.com/"><span class=
"T4">http://www.rr-cirkits.com/</span></a><span class=
"T3"><br></span><a href=
"http://www.digitrax.com/menu_detectionsignaling.php"><span class="T4">http://www.digitrax.com/menu_detectionsignaling.php</span></a><span class="T3"><br>
- - En ce qui concerne l'&eacute;quipement,
&aacute; la fois les signaux et les panneaux
&eacute;lectroniques rendent tout cela possible. Une fois
que vous choisissez une marque pour vos pi&egrave;ces, vous
devriez rester avec ce fabricant, si possible. Il va rendre les
choses plus faciles pour la construction de votre
syst&egrave;me de signalisation.<br>
Vous aurez aussi besoin de s&eacute;lectionner un programme
informatique pour faire fonctionner votre syst&egrave;me de
signalisation. Cela signifie que vous aurez besoin d'un
ordinateur. En ce qui concerne les programmes, il ya le choix
entre plusieurs, y compris JMRI PanelPro qui est gratuit<br>
<br></span><span class="T3"><br></span><a href=
"http://www.freiwald.com/"><span class=
"T4">http://www.freiwald.com/</span></a>
</p>
<h3 class="P10"><a name="The_System_I_use" id="The_System_I_use"></a>Le
Syst&egrave;me que J'utilise</h3>
<p class="P3"><br>
- - J'ai d&eacute;cid&eacute;
d'utiliser des produits Digitrax pour mon syst&egrave;me de
signalisation. Mon chemin de fer est de 7,2 m&egrave;tres
par 2,7 m&egrave;tres et mon plan de signalisation
d&eacute;termin&eacute; pour 32 blocs, 28 &aacute;
32 aiguillages d&eacute;tect&eacute;s, 43 signaux
dont 12 ont deux t&ecirc;tes de signal pour un total de 55
t&ecirc;tes de signal, c'est ainsi que j'ai
d&eacute;cid&eacute; d'utiliser deux Digitrax
BDL-168, pour un total de 32 blocs
d&eacute;tect&eacute;s; une DS64 pour 4 aiguillages -
dont 2 sont des croisements qui contr&oacute;le deux
aiguillages chacun, et 3 Digitrax SE8C, pour la commande de 24
aiguillages de plus, 24 capteurs (pas tous
utilis&eacute;s), et 96 t&ecirc;tes de signal (pas
tous utilis&eacute;es). (Si vous voulez en savoir plus sur
ces cartes Digitrax, vous pouvez
t&eacute;l&eacute;charger l'ensemble de leurs
instructions depuis le site Web Digitrax.) le Digitrax SE8C est
une carte &aacute; usage multiple. Un SE8C va
contr&oacute;ler 32 t&ecirc;tes de signal
(diff&eacute;rent de 32 signaux), 8 moteurs d'aiguilles
Tortoise, et dispose de 8 entr&eacute;es pour capteurs
suppl&eacute;mentaires.
- -OU--
Le SE8C peut &ecirc;tre utilis&eacute; pour commander
les signaux de type s&eacute;maphore qui utilisent des
moteurs d'aiguilles Tortoise pour faire bouger la palette du
signal. Il existe d'autres constructeurs qui fabriquent et
vendent de cartes de d&eacute;tection de canton, les
d&eacute;codeurs d'aiguillages et les cartes
d&eacute;codeur de signal pour le DCC. Le choix est le
v&ocirc;tre, alors encore, faites votre
recherche.</p>
<p>
Donc, comme vous pouvez le voir en ce moment, ajouter des signaux
de travail &aacute; un chemin de fer mod&egrave;le n'est
pas bon march&eacute;, et ce n'est pas simple non plus;
mais une fois construits, install&eacute;s,
programm&eacute;s et exploit&eacute;s, ils ajoutent
un peu de r&eacute;alisme qui serait difficile &aacute;
reproduire.</p>
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