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Το αεροπλάνο είτε σταματημένο, είτε σε πτήση τραβάει τα βλέματα των περισσοτέρων ανθρώπων.

Πολύ περοσσότερο δε αυτών που θέλουν να ασχοληθούν με το αεροπλάνο.

Το ερώτημα που απασχολεί κάθε έναν ενδιαφερόμενο είναι το:
Πώς θα μάθω να πετάω; και με τί αερομοντέλο να ξεκινήσω να μαθαίνω;

Εμείς θα ασχοληθούμε με το δεύτερο ερώτημα θα προσπαθήσω με όσο τον δυνατό απλό και κατανοητό τρόπο να εξηγήσω και βοηθήσω τον καινούργιο εδιαφερόμενο και νεοεισερχόμενο στον κόσμο του αερομοντελισμού, να εξηγήσω.

Ελπίζω να βοηθηθούν αρκετοί που θα ήθελαν να μπούν στο χώρο και χρειάζονται πληροφορίες για να ξεκινήσουν.

Πολλοί άνθρωποι που δεν έχουν μπεί στον χώρο του τηλεκατευθυνόμενου αερομαντελισμού νομίζουν, ότι επειδή τα αερομοντέλα είναι σε κάποια κλίμακα μικρότερα των αληθινών δηλαδή 1/20, 1/10, 1/7, 1/6 1/5, 1/4, 1/3, 1/2.

( Εμείς κάνουμε χόμπυ και δεν θα ασχοληθούμε με κλίμακα 1/1, που αφορά ερευνητικές και στρατιωτικές εφαρμογές. )

μπορούν να αγοράσουν ένα υπό κλίμακα αερομοντέλο του πολύ γνωστού Cessna 152 ή Cessna 172, ή του Piper Cub ή και άλλου εκπαιδευτικού και να έχουν εγγυημένα το επυθιμητό αποτέλεσμα.

Να μάθουν να πετάνε αεροπλάνο.
http://www.petame.gr/forumv/data:image/jpg;base64,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


Tόσο τα Σέσνα και Πάϊπερ μπορείτε να τα δείτε, να εκπαιδέυονται και να μαθαίνουν ακόμα και στην Ελλάδα διάφοροι μαθητές και να παίρνουν το πτυχίο του πιλότου ελαφρών ιδιωτικών αεροσκαφών, γνωστού ώς P.P.L.
Private Pilot Licence.
Στον κόσμο του αερομοντελισμού δέν είναι ακριβώς έτσι τα πράγματα.

Στην φωτογραφία, βλέπουμε ένα σχέδιο 3 όψεων της δομής του Πάίπερ Κάπ όπου η ομοιότητα κατασκευης με κάποια ξύλινα κίτ είναι κάτι παραπάνω από εμφανής.

(συνεχίζεται )

http://64.19.142.12/flyforfree.co.il/thumb.php?&sx=250&image=img/planes/152_5.jpg
http://64.19.142.14/flyforfree.co.il/thumb.php?&sx=170&image=img/planes/172_4.jpg

πιλοτήριο Σέσνα 152 και Σέσνα 172

http://www.petame.gr/forumv/data:image/jpg;base64,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

βλέπουμε σχέδιο 3 όψεων της δομής του Piper Cub, και στην φωτογραφία εκκίνηση κινητήρος χειροκίνητα.

Βλέπουμε και αρκετές ομοιότητες με τα αερομοντέλα μας.

...........

και η προσγείωση ....... στην πραγματικότητα, ή εκκίνηση ενός θερμικού εκπαιδευτικού αερομοντέλου.

Δημήτρη, βασικά δε βλέπουμε τίποτα.....οι φωτό δε φαίνονται

John Χάλαρης έγραψε: ↑Δημήτρη, βασικά δε βλέπουμε τίποτα.....οι φωτό δε φαίνονται

λόγω χώρου από ότι κατάλαβα δεν εμφανίζονται οι φωτό.
Πατήστε πάνω τους και αριστερό κλίκ και εμφανίζονται,
κάποιες έβαλα και μόνες σαν απάντηση.
Εγώ τις βλέπω, ελπίζω και εσείς.
Ζητώ συγνώμη για την αναστάτωση, αλλά δεν είμαι κομπιουτεράκιας και καταλαβαίνετε.
Ελπίζω να διορθωθούν τα λάθη, καλή αναγνωση σε όλους+(*)

Spam ON

d.corsair έγραψε: ↑
Ζητώ συγνώμη για την αναστάτωση, αλλά δεν είμαι κομπιουτεράκιας και καταλαβαίνετε.

Βασικά άνοιγε τις εικόνες με το Microsoft Picture Manager, πήγαινε στην επεξεργασία εικόνων, πάτα αλλαγή μεγέθους και στο προσαρμοσμένο πλάτος χ ύψος βάζουμε 800 x 700 και μετά save ή save as....


Spam Off

Πολύ απλό φίλε.

+(*)

ευχαριστώ τους, Λυκούργο και John Χάλαρη για την βοηθειά τους στην εμφάνιση των φωτογραφιών στο θέμα.+(*)