Parfois , la ceinture d'un pantalon
est trop haute et l'on désire la
descendre pour plus de confort ou
pour changer de style !
Attention :
il faut vérifier avant de commencer
la transformation que la fermeture éclair une
fois coupée ne s'ouvrira pas toute seule !
Pour cela , il faut descendre la tirette
vers le milieu et écarter les 2 rubans !
Si la tirette est bloquée ,
il n'y a pas de problème !
Alors voila, comme j'ai transformé
l'un de mes pantalons ,
je vous ai fait un petit tutoriel !
Il faut commencer par essayer le pantalon ,
et l'on marque avec une épingle la hauteur
à laquelle on désire déplacer le bas de la ceinture !
Ensuite on mesure la distance de la ceinture
et l'on marque avec un
fil de bâti tout autour .
Lorsque c'est bien marqué , on peut
commencer la dépose de la ceinture
avec un découd-vite !
On enlève si l'on peut les attaches
et boutons qui risqueraient de gêner
pour la couture à la machine !
Pour découdre on coupe d'abord un point
et ensuite on tire de manière à écarter les fils ,
et l'on coupe au fur et à mesure les fils
qui apparaissent entre la ceinture et le pantalon ,
en faisant attention de ne pas couper le tissu !
Une fois que la ceinture est démontée ,
il faut refaire un essayage!
Il faut faire un point d'arrêt sur
un des 2 rubans de la fermeture
éclair pour éviter que la tirette ne
sorte pas en dehors de
la fermeture éclair !
C'est à cette étape que l'on doit faire des retouches
sur le pantalon si c'est nécessaire
(reprendre à la couture milieu dos ou sur les côtés ,
ou relâcher les coutures si besoin !
Une fois ces retouches effectuées ,
il faut bâtir la ceinture en place pour
voir si la longueur doit être augmentée
( en général c'est le cas , si l'on n'a pas maigri ! )
Comme la ceinture était posée bien
plus bas pour moi , j'ai rajouté 6cm
que j'ai coupé dans des
chutes de tissu qui me restaient .
Si l'on n'a pas de chutes, il faut se débrouiller
avec le surplus de tissu que l'on récupère
dans la transformation du pantalon !
Attention de laisser au moins 1 cm
pour le surplus de couture !
Je me suis donc fait un petit patron :
pour la longueur :
6cm + 2cm pour les surplus de couture
et
pour la largeur
la hauteur de la ceinture + 2 cm pour les surplus de coutures !
J'ai donc un petit patron de 8cm par 4,5 cm .
Et ceci 2 fois !
Le plus +:
J'aurai pu réaliser cette rallonge en
1 seul morceau de 8cm par 7cm !
On va poser cette bande dans le milieu dos
de la ceinture après avoir ouvert la couture !
On repasse cette petite rallonge
pour lui donner la forme de la ceinture !
En couture , le repassage
c'est déjà la moitié du travail !
Après avoir coupé le surplus de tissu du pantalon ,
on remonte la ceinture à cheval sur le pantalon :
on épingle les extrémités devant ,
ensuite on épingle le milieu dos et
l'on répartit le tissu sur les 2 moitiés.
On bâtit !
Attention de bien prendre en
couture toutes les épaisseursOn refait un essayage pour voir si tout est correct ,
et l'on recoud à la machine la ceinture sur le pantalon .
Attention,
lorsque l'on passe sur le ruban
de la fermeture éclair , il faut aller
doucement pour ne
pas casser l'aiguille !
----------------------------------------------------------------------------
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Lorsque c'est une fermeture
éclair en métal ,on peut
enlever les petites
dents en surplus avec
une pince tenaille
et faire un point d'arrêt !
--------------------------------------------------------
Voir page 115 de ce livre
qui est bien pratique , comme son nom l'indique:
c'est " La couture Pratique "
des éditions Burda .
http://www.amazon.fr/couture-pratique-Burda
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)
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)
Bonne couture
c'est " La couture Pratique "
des éditions Burda .
http://www.amazon.fr/couture-pratique-Burda
Clic,clic
pour le lien
de ce livre qui va certainement
devenir vôtre livre de chevet !
Mon livre est une
ancienne édition !
------------------------------------------------------
Le plus +:
Pour plus de sécurité , je refais une
deuxième piqûre 2mm plus haut !
La transformation est terminée !
On repasse à nouveau
pour stabiliser les coutures !
Il n'y a plus qu'à remettre les
agrafes ou les boutons !
Vous voila avec un nouveau pantalon
bien plus agréable à porter !
Cet article a été sélectionné
par le super site:
" Petit Citron "
Clic,clic
pour le lien
Vous pourrez y découvrir :
des patrons de couture ,
techniques, forums,
un lexique , vos créations,
On peut aussi retrouver
le lien de cet article
dans:
Blue Marguerite !
On peut aussi retrouver
le lien de cet article
dans:
Blue Marguerite !
Bonne couture
et
à très bientôt !
4 commentaires:
Merci beaucoup pour cette explication très claire.
Ca a l'air tres simple, merci, y a plus qu'a !
Exactement ce que je recherchais. Un grand merci pour ces explications super claires.
Thank youu for sharing
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