Θέμα της σημερινής ανάρτησης είναι μια από τις λιγότερο γνωστές προσθετικές αποκαταστάσεις στην οδοντιατρική,η γέφυρα Μaryland ή γέφυρα μερικής επικάλυψης.Τι εννοώ;
Όταν ακούει κάποιος τη λέξη γέφυρα σκέφτεται αυτό
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)
ή αυτό
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)
Εσείς όμως,οι υποψιασμένοι και πιστοι αναγνωστες, σκέφτεστε αυτό
και θυμόσαστε την ανάρτηση για τις γέφυρες και τις στεφάνες που είχαμε κάνει.
Πάμε τώρα στη γέφυρα Μaryland.Η γέφυρα αυτή είναι λιγότερο επεμβατική,με την έννοια ότι δε χρειάζεται να τροχιστεί σχεδόν καθόλου το δόντι για να τοποθετηθεί.Συνήθως υποκαθιστά πρόσθια δόντια(συνηθως ένα δόντι) τα οποία δε δέχονται μεγάλα φορτία δυνάμεων πχ πλάγιους τομείς ή μπορεί να χρησιμοποιηθεί και σαν μια προσωρινή αποκατάσταση στην περίπτωση τοποθέτησης εμφυτευμάτων.Μπορεί ακόμα και να χρησιμοποιηθεί για οπίσθια δόντια αν συντρέχει λόγος,αλλά και πάλι υποκαθιστά δόντια που δε δέχονται μεγάλες δυνάμεις πχ προγόμφιους
"Μα αφού είναι τόσο καλή γιατρέ γιατί δεν την κάνουμε πιο συχνά"
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)
Γιατί,αγαπητοί αναγνώστες,παρά το γεγονός ότι είναι λιγότερο επεμβατική,αφαιρείται δηλαδή σχεδόν καθόλου δόντι για να φτιαχθεί,δεν έχει τα ίδια μακροχρόνια αποτελέσματα,ως προς τη διατήρηση στη στοματική κοιλότητα.
Ενώ για την απώλεια ενός δοντιού η συμβατική γέφυρα τριών τεμαχίων έχει διάρκεια ζωής περίπου 95% τα δέκα χρόνια,για την ίδια απώλεια η γέφυρα Maryland έχει περίπου 40% στην πενταετία,με τα καλύτερα αποτελέσματα να τα δίνει εως τα δύο περίπου χρόνια.
Είναι δηλαδή μια πιο μόνιμη,αλλά προσωρινή λύση.
Fun Fact: Ονομαστηκε έτσι γιατί η πρώτη τέτοια γέφυρα εγινε στο πανεπιστήμιο του Μaryland.
![](data:image/jpeg;base64,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)
Ας δουμε μαζί φωτογραφίες μιας τέτοιας αποκατάστασης που έγινε σε οπίσθιο δόντι.
Ο λόγος;
Για να μπει στο μέλλον ένα εμφύτευμα,οπότε να μην εχουν τροχιστεί άδικα τα διπλανά δόντια
![](//4.bp.blogspot.com/-UpD8IoHiNtE/USvZdMBbjZI/AAAAAAAAAhc/CLr8XmGfAEc/s320/maryland+teleiomeni+ekmageio1.jpg)
Η Maryland στο εκμαγείο
Η Maryland φορεμένη.
Ελπίζω να σας ενημέρωσα και για αυτήν την θεραπευτική επιλογή.Και μην ξεχνάτε..να χαμογελάτε!
![](data:image/jpeg;base64,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)
Όταν ακούει κάποιος τη λέξη γέφυρα σκέφτεται αυτό
ή αυτό
Εσείς όμως,οι υποψιασμένοι και πιστοι αναγνωστες, σκέφτεστε αυτό
και θυμόσαστε την ανάρτηση για τις γέφυρες και τις στεφάνες που είχαμε κάνει.
Πάμε τώρα στη γέφυρα Μaryland.Η γέφυρα αυτή είναι λιγότερο επεμβατική,με την έννοια ότι δε χρειάζεται να τροχιστεί σχεδόν καθόλου το δόντι για να τοποθετηθεί.Συνήθως υποκαθιστά πρόσθια δόντια(συνηθως ένα δόντι) τα οποία δε δέχονται μεγάλα φορτία δυνάμεων πχ πλάγιους τομείς ή μπορεί να χρησιμοποιηθεί και σαν μια προσωρινή αποκατάσταση στην περίπτωση τοποθέτησης εμφυτευμάτων.Μπορεί ακόμα και να χρησιμοποιηθεί για οπίσθια δόντια αν συντρέχει λόγος,αλλά και πάλι υποκαθιστά δόντια που δε δέχονται μεγάλες δυνάμεις πχ προγόμφιους
"Μα αφού είναι τόσο καλή γιατρέ γιατί δεν την κάνουμε πιο συχνά"
Γιατί,αγαπητοί αναγνώστες,παρά το γεγονός ότι είναι λιγότερο επεμβατική,αφαιρείται δηλαδή σχεδόν καθόλου δόντι για να φτιαχθεί,δεν έχει τα ίδια μακροχρόνια αποτελέσματα,ως προς τη διατήρηση στη στοματική κοιλότητα.
Ενώ για την απώλεια ενός δοντιού η συμβατική γέφυρα τριών τεμαχίων έχει διάρκεια ζωής περίπου 95% τα δέκα χρόνια,για την ίδια απώλεια η γέφυρα Maryland έχει περίπου 40% στην πενταετία,με τα καλύτερα αποτελέσματα να τα δίνει εως τα δύο περίπου χρόνια.
Είναι δηλαδή μια πιο μόνιμη,αλλά προσωρινή λύση.
Fun Fact: Ονομαστηκε έτσι γιατί η πρώτη τέτοια γέφυρα εγινε στο πανεπιστήμιο του Μaryland.
Ας δουμε μαζί φωτογραφίες μιας τέτοιας αποκατάστασης που έγινε σε οπίσθιο δόντι.
Ο λόγος;
Για να μπει στο μέλλον ένα εμφύτευμα,οπότε να μην εχουν τροχιστεί άδικα τα διπλανά δόντια
Τα δόντια μετά το τρόχισμα.Στο δόντι υπήρχε ένα σφράγισμα οπότε μπορούσε να γίνει ελαφρώς μεγαλύτερο το τρόχισμα.
![](http://4.bp.blogspot.com/-UpD8IoHiNtE/USvZdMBbjZI/AAAAAAAAAhc/CLr8XmGfAEc/s320/maryland+teleiomeni+ekmageio1.jpg)
Η Maryland στο εκμαγείο
Η Maryland φορεμένη.
Ελπίζω να σας ενημέρωσα και για αυτήν την θεραπευτική επιλογή.Και μην ξεχνάτε..να χαμογελάτε!
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