# Formation en ligne : accueil et mails de bienvenue

Publié le 2026-10-06 · 6 minutes à lire

Préparez l'accueil de vos élèves avec une checklist sur sept jours, un mail de bienvenue et trois modèles de suivi adaptés à leur progression.

L'accueil dans une formation en ligne doit aider votre nouvel élève à se connecter, à comprendre ce qu'il devra faire et à terminer une première action utile. Envoyez un mail de bienvenue clair, proposez un petit exercice, puis adaptez le suivi à ce que l'élève a réellement fait. Le plan sur sept jours ci-dessous vous donne une base à adapter à votre formation.

Une personne vient d'acheter votre formation. Elle ouvre sa boîte mail et trouve un reçu, un lien de connexion et, peut-être, une invitation à rejoindre une communauté. Sur lequel doit-elle cliquer en premier ? Si vous n'avez pas répondu à cette question, elle doit le découvrir avant même de commencer à apprendre.

Donnez un objectif concret à cette première semaine. Dans une formation sur les pages de vente, ce pourrait être une première version du titre. Dans une formation photo, une image prise avec un réglage d'exposition choisi volontairement. Une vidéo de bienvenue aide à s'orienter, mais elle ne vous montre pas encore si l'élève sait mettre quelque chose en pratique.

## 1. Choisissez la première action avant d'écrire les mails

Complétez cette phrase : « À la fin de la première semaine, l'élève aura produit ___. » Choisissez quelque chose qu'il peut vous envoyer, comparer à un exemple ou montrer à une autre personne. La tâche doit être assez petite pour que ses consignes tiennent dans un court paragraphe.

Voici l'exemple fictif que nous utiliserons dans ce guide : un indépendant s'inscrit à une formation pour rédiger son offre de services. Sa première tâche consiste à écrire trois phrases : le client qu'il souhaite aider, le problème de ce client et ce qu'il lui livrera. Il n'a besoin ni d'un site terminé, ni d'un logo, ni d'un positionnement parfait pour commencer.

Montrez à quoi ressemble une première tentative acceptable. Donnez un exemple simple et précisez ce qui peut attendre. « Écrivez une version provisoire ; nous améliorerons la formulation ensuite » n'est pas la même consigne que « Créez votre offre idéale ». La seconde peut facilement occuper tout le week-end.

Si vous devez d'abord revoir votre programme, utilisez le [guide de création de formation](https://schoolmaker.com/fr/creer-formation-en-ligne) pour relier ce premier exercice au résultat visé par l'ensemble du parcours.

Si vous hésitez encore sur le premier exercice à proposer, utilisez notre [méthode de conception de formation et sa fiche de leçon](/fr/blog/conception-formation-en-ligne) pour relier cet exercice au résultat attendu par votre élève.

## 2. Créez une page « Commencez ici » facile à retrouver

Placez les consignes essentielles dans la formation, même si vous les envoyez aussi par mail. Votre élève ne devrait pas avoir à fouiller sa boîte de réception pour retrouver le point de départ. Cette page doit réunir le lien d'accès, le premier exercice, une estimation réaliste du temps nécessaire, l'endroit où demander de l'aide et la prochaine date importante.

Précisez votre engagement d'accompagnement. « Posez vos questions dans la communauté ; nous y répondons le mardi et le jeudi » est utile si c'est bien le service que vous pouvez assurer. « Nous sommes toujours là pour vous » ne dit pas quand une réponse arrivera. Prévoyez aussi un contact distinct pour les problèmes de connexion : une personne qui ne peut pas entrer dans la formation ne peut pas y publier une question.

Les [recommandations de Carnegie Mellon pour préparer une formation](https://www.cmu.edu/teaching/online/designteach/prepare/index.html) conseillent de transmettre des instructions d'accès précises avant la première séance. Pour votre propre formation, commencez par tester tout le parcours d'accueil avec un nouveau compte élève, avant qu'un client le découvre.

Faites aussi le test sur téléphone. Peut-on trouver la première leçon, lire la consigne et envoyer le format demandé ? Si l'exercice nécessite un logiciel sur ordinateur, dites-le avant que l'élève commence.

## 3. Utilisez cette checklist d'accueil des apprenants

Ce calendrier est une proposition de départ, pas une fréquence idéale démontrée. Raccourcissez-le pour un atelier ou étalez-le pour un programme exigeant. Un élève qui termine immédiatement le premier exercice doit pouvoir avancer sans recevoir de rappels lui demandant de le refaire.

Une première semaine organisée autour d'un exercice à rendre

| Moment | Action de l'élève | Votre vérification |
| --- | --- | --- |
| Jour 0 | Ouvrir la page « Commencez ici » | L'accès et les consignes d'aide fonctionnent |
| Jour 1 | Choisir un objectif et un créneau de travail | La charge de travail est comprise |
| Jour 2 | Produire une première version provisoire | Les consignes et l'exemple sont clairs |
| Jours 3–4 | Envoyer l'exercice ou expliquer ce qui bloque | Envoyer le suivi adapté |
| Jours 5–6 | Améliorer le travail à partir de votre retour | La modification demandée est précise |
| Jour 7 | Conserver la nouvelle version et choisir la tâche suivante | L'élève dispose d'un premier résultat visible |

Chaque ligne ne nécessite pas un mail. Certaines consignes ont davantage leur place sur la page d'accueil ou à côté de l'exercice. Choisissez le canal qui rend la prochaine action facile à trouver, et adaptez le nombre de messages à l'engagement prévu dans l'offre.

![Une porte corail mène à une première tâche cochée, à un élève réalisant un projet en papier, puis à un formateur examinant le travail.](data:image/jpeg;base64,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)

_Une première semaine utile passe de l'accès à une petite action, puis à un travail envoyé et à un retour qui aide à avancer._

## 4. Adaptez ce modèle de mail de bienvenue en formation

Remplacez les éléments entre crochets avant l'envoi. L'exemple reprend l'offre en trois phrases présentée plus haut ; choisissez une tâche adaptée à votre formation.

> **Objet : Commencez ici : la première version de votre offre**
> 
> 
> Bonjour [prénom],
> 
> 
> Votre formation est prête. Ouvrez [lien vers la page de départ] pour commencer.
> 
> 
> Votre première tâche consiste à écrire trois phrases provisoires : qui vous souhaitez aider, quel problème vous l'aidez à résoudre et ce que vous lui livrerez. Vous trouverez un exemple à côté des consignes. Vous n'avez pas encore besoin d'un site ni d'une offre parfaitement formulée.
> 
> 
> Prévoyez [durée que vous avez testée] pour cette première tentative. Envoyez-la via [lien vers l'exercice] lorsque vous êtes prêt.
> 
> 
> Pour une question sur l'exercice, utilisez [espace d'aide]. Nous répondons [vos jours ou délais réels de réponse]. Si vous n'arrivez pas à vous connecter, contactez [contact pour les problèmes d'accès].
> 
> 
> À bientôt dans la formation,  
> [nom]

Ce message ne présente ni tout le programme, ni chaque bonus, ni cinq liens qui se disputent l'attention. Ces informations peuvent rester disponibles dans la formation. Le rôle du mail de bienvenue est d'amener l'élève à un point de départ utile.

## 5. Adaptez le suivi à l'action qui reste à faire

Avant d'envoyer un rappel, vérifiez ce que vous savez réellement. Un exercice non rendu ne prouve pas que l'élève n'a pas travaillé. Il peut rédiger hors ligne, attendre du matériel ou ne pas réussir à envoyer un fichier. Si vos outils ne montrent pas les connexions, ne faites pas comme s'ils le faisaient : demandez à l'élève ce qui le bloque.

Choisir le message adapté à la situation de l'élève

| Situation | Réponse utile | À éviter |
| --- | --- | --- |
| L'accès n'est pas confirmé | Renvoyer le lien de départ et proposer une aide à la connexion | Supposer un manque de motivation |
| L'accès fonctionne, mais aucun exercice n'est rendu | Préciser la plus petite tentative acceptable et demander ce qui bloque | Renvoyer tout le programme |
| Le premier exercice a été rendu et relu | Reconnaître le travail et donner la prochaine étape | Demander de rendre à nouveau le même exercice |

> **Objet : Pouvez-vous ouvrir votre premier exercice ?**
> 
> 
> Bonjour [prénom],
> 
> 
> Voici à nouveau la page de départ : [lien]. Pouvez-vous l'ouvrir et voir le premier exercice ?
> 
> 
> Si l'accès ne fonctionne pas, répondez en décrivant ce qui se passe lorsque vous essayez. Si vous préférez commencer plus tard, les consignes resteront sur cette page.
> 
> 
> [nom]

> **Objet : Une version provisoire suffit pour commencer**
> 
> 
> Bonjour [prénom],
> 
> 
> Si vous bloquez sur votre première offre, écrivez une phrase pour chaque question et envoyez cette version. Nous travaillerons la formulation une fois l'idée posée.
> 
> 
> Qu'est-ce qui vous bloque : choisir un client, nommer son problème ou trouver du temps ? Répondez avec le point difficile, ou posez votre question ici : [lien vers l'espace d'aide].
> 
> 
> [nom]

> **Objet : Votre première version est reçue. Voici la suite.**
> 
> 
> Bonjour [prénom],
> 
> 
> Merci d'avoir envoyé votre travail. Mon retour se trouve ici : [lien vers le retour]. Faites la modification proposée, puis conservez les deux versions pour voir ce qui a changé.
> 
> 
> Passez ensuite à [exercice suivant]. Vous pouvez garder les leçons bonus facultatives pour plus tard.
> 
> 
> [nom]

Envoyez ce dernier message après avoir relu l'exercice. Si la relecture est encore en attente, confirmez plutôt la réception et donnez sa date réelle. Pour automatiser ce suivi, utilisez des informations de progression vérifiées. Sinon, commencez par une vérification manuelle. Ce guide décrit une méthode de communication ; il ne suppose pas que votre plateforme envoie automatiquement ces mails précis.

## 6. Suivez la première semaine sans inventer de référence

Comptez combien de nouveaux élèves concernés rendent le premier exercice pratique dans le délai choisi. Gardez le même délai lorsque vous comparez des groupes. « Rendu dans les sept jours suivant l'inscription » n'est pas la même mesure que « rendu avant vendredi », qui laisse moins de temps aux derniers inscrits.

Notez aussi les obstacles récurrents : connexion, consignes floues, prérequis manquants, charge de travail ou difficulté à choisir un exemple. Si les élèves entrent dans la formation mais ne terminent pas l'exercice, un mail de bienvenue supplémentaire risque de laisser le vrai problème intact.

Une [étude randomisée sur des invitations à planifier son travail dans un MOOC](https://files.eric.ed.gov/fulltext/EJ1194402.pdf) n'a pas observé de bénéfice à court terme de cette intervention. Elle ne testait pas notre plan d'accueil. Elle rappelle toutefois qu'il faut éviter de promettre que des rappels suffiront à améliorer le taux de complétion. Testez les changements dans votre formation et examinez le travail produit.

## Placez le premier exercice dans le parcours de formation

Les [Étapes et Réussites de SchoolMaker](https://schoolmaker.com/fr/fonctionnalites/etapes-reussites) permettent de recueillir des réponses sous forme de texte, de liens ou de fichiers. Ces formats peuvent rendre votre première action concrète. La [communauté intégrée](https://schoolmaker.com/fr/fonctionnalites/communaute) donne aux élèves un endroit où poser leurs questions sur les exercices. Choisissez les outils après avoir décidé ce que l'élève doit produire.

Gardez votre engagement d'accompagnement dans les limites de l'offre vendue. Comparez les [offres SchoolMaker actuelles](https://schoolmaker.com/fr/pricing) au moment de construire le parcours, puis testez-le du côté de l'élève avant le lancement.

Commencez avec une page, un exercice et le mail de bienvenue. Une fois qu'ils fonctionnent, ajoutez le suivi qui répond au blocage réel le plus fréquent.

## Construisez la suite du parcours

Vous pouvez aussi [comparer la formation en cohorte et à son rythme](https://schoolmaker.com/fr/blog/formation-cohorte-ou-a-son-rythme) et [préparer vos retours sur les exercices](https://schoolmaker.com/fr/blog/feedback-pedagogique-exemples-grille). Ces décisions se complètent : fixer le rythme, aider l'élève à commencer et rendre la prochaine action claire.

— Alexandru Golovatenco, SchoolMaker
