ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

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Corsair
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Εγγραφή: Τρί Δεκ 22, 2009 7:49 pm

ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

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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.
Εικόναhttp://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 )
Συνημμένα
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piper-l4-cub-1.jpg (101.13 KiB) Προβλήθηκε 61 φορές
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Δημοσιεύσεις: 958
Εγγραφή: Τρί Δεκ 22, 2009 7:49 pm

Απάντηση: ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

Δημοσίευση από Corsair »

Συνημμένα
172_2.jpg
172_2.jpg (94.12 KiB) Προβλήθηκε 61 φορές
152_5.jpg
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Δημοσιεύσεις: 958
Εγγραφή: Τρί Δεκ 22, 2009 7:49 pm

Απάντηση: ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

Δημοσίευση από Corsair »

Εικόναhttp://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.
Corsair
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Εγγραφή: Τρί Δεκ 22, 2009 7:49 pm

Απάντηση: ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

Δημοσίευση από Corsair »

...........
Συνημμένα
CGF19%20newer%20Piper%20Cub.jpg
CGF19%20newer%20Piper%20Cub.jpg (95.7 KiB) Προβλήθηκε 61 φορές
Corsair
Δημοσιεύσεις: 958
Εγγραφή: Τρί Δεκ 22, 2009 7:49 pm

Απάντηση: ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

Δημοσίευση από Corsair »

Εικόνα
και η προσγείωση ....... στην πραγματικότητα, ή εκκίνηση ενός θερμικού εκπαιδευτικού αερομοντέλου.
King Kostas
Δημοσιεύσεις: 1361
Εγγραφή: Τρί Μαρ 31, 2009 12:06 am

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Δημοσίευση από King Kostas »

Δημήτρη, βασικά δε βλέπουμε τίποτα.....οι φωτό δε φαίνονται
Corsair
Δημοσιεύσεις: 958
Εγγραφή: Τρί Δεκ 22, 2009 7:49 pm

Απάντηση: ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

Δημοσίευση από Corsair »

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+(*)
King Kostas
Δημοσιεύσεις: 1361
Εγγραφή: Τρί Μαρ 31, 2009 12:06 am

Απάντηση: ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

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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.

+(*)
Corsair
Δημοσιεύσεις: 958
Εγγραφή: Τρί Δεκ 22, 2009 7:49 pm

Απάντηση: ΕΚΠΑΙΔΕΥΤΙΚΑ ΑΕΡΟΜΟΝΤΕΛΑ

Δημοσίευση από Corsair »

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

Επιστροφή στο “Αεροπλάνα/RC Airplanes”