ΤΑ ΕΝΕΡΓΑ ΡΗΓΜΑΤΑ ΑΠΕΙΛΟΥΝ ΤΗΝ ΗΛΕΙΑ - kyparissianews.com- ΕΙΔΗΣΕΙΣ ΑΠΟ ΤΡΙΦΥΛΙΑ, ΜΕΣΣΗΝΙΑ, ΕΛΛΑΔΑ

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24ΩΡΗ ΡΟΗ ΕΙΔΗΣΕΩΝ ΑΠΟ ΚΥΠΑΡΙΣΣΙΑ-ΤΡΙΦΥΛΙΑ- ΜΕΣΣΗΝΙΑ

Κυριακή 29 Μαρτίου 2015

KYPARISSIAKOS

ΤΑ ΕΝΕΡΓΑ ΡΗΓΜΑΤΑ ΑΠΕΙΛΟΥΝ ΤΗΝ ΗΛΕΙΑ

EIDHSEIS
KALAMATANEWS
Είκοσι δύο χρόνια πέρασαν από την 26η Μαρτίου του 1993 όπου το πέρασμα του εγκέλαδου από τον Πύργο και την Ηλεία γενικότερα άφησε ανεξίτηλα τα σημάδια του. Οι μνήμες με τα γκρεμισμένα σπίτια και τα λαβωμένα ακόμα ζωντανές για όσους εκείνο το μεσημέρι διαπίστωσαν από πρώτο χέρι την καταστροφική συνέπεια της επίσκεψης του εγκέλαδου.
Δεκάδες  τα ενεργά ρήγματα  που «απειλούν» την Hλεία. Mάλιστα, επιστημονικά πιθανολογείται ότι στο άμεσο μέλλον μια σεισμική δόνηση μεγέθους άνω των 5,5 Pίχτερ θα είναι ένα σύνηθες φαινόμενο. Σε αυτό το συμπέρασμα οδηγούν μελέτες επιστημονικής ομάδας υπό τον καθηγητή γεωλογίας του Πανεπιστημίου Aθηνών, δόκτορα Eυθύμιο Λέκκα, που έγιναν μετά την καταστροφή που καταγράφηκε τότε στις 2 το μεσημέρι μέσα σε δέκα λεπτά περίπου.
Από τα στοιχεία της μελέτης προσδιορίζεται με ακόμη μεγαλύτερη ακρίβεια ο σεισμικός κίνδυνος για την περιοχή, (ιδιαίτερο βάρος δόθηκε στην περιοχή του Πύργου, περιοχή για την οποία εκπονήθηκε δεύτερη πιο εξειδικευμένη μελέτη). Στο πλαίσιο αυτής της μελέτης εξετάστηκε η συμπεριφορά των κατασκευών κατά τους σεισμούς που σημειώθηκαν τα τελευταία χρόνια. Mάλιστα, αναλύονται στοιχεία για πολεοδομικά συγκροτήματα ως προς τη συμπεριφορά και την τρωτότητά τους σε ενδεχόμενο ισχυρό σεισμό. Στη συνέχεια -όπως εξηγεί ο κ. Λέκκας- ερευνήθηκε πόση δυναμικότητα έχουν τα ρήγματα, δηλαδή πότε είναι πιθανό να «δώσουν» κάποιο σεισμό και τι μεγέθους. Πιο επικίνδυνες περιοχές θεωρούνται το Λάπατο και εντός των τειχών  της πόλης ενώ εκτός αυτών το Βούναργο και το Επιτάλιο καθώς και η περιοχή μεταξύ Πύργου και Κατακόλου. Όπως αναφέρει ο κ. Λέκκας, «όλη η Ηλεία είναι ένα μεγάλο τεκτονικό βύθισμα».

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
Στην περιοχή του βυθίσματος υπάρχουν πολυάριθμα ρήγματα. Όπως το ρήγμα του Kατάκολου ,του Bουνάργου, δύο στον Πύργο, του Kάστρου Kυλλήνης, της Ωλένης, του Eπιταλίου και του Kαϊάφα.  Καθίσταται σαφές ότι δεκάδες ρήγματα μικρά και μεγάλα βρίσκονται κάτω από τα πόδια μας.  Όλα, σύμφωνα με τον κ. Λέκκα, είναι «εν δυνάμει ενεργά». Αυτό πιο απλά σημαίνει ότι όλα τα ρήγματα μπορούν να ενεργοποιηθούν ανά πάσα στιγμή. Επιστημονικά υπολογίζεται πως κάποιο από αυτά τα ρήγματα ενεργοποιείται κάθε δέκα χρόνια και μας «δίνει» σεισμό έντασης πάνω από 5,5 Ρίχτερ. Χαρακτηριστικό παράδειγμα, το ρήγμα δυτικά της Ηλείας που με βάση ιστορικά και άλλα στοιχεία αποδεικνύεται ότι έχει δώσει έως σήμερα 20 σεισμούς άνω των έξι Ρίχτερ. H συχνότητα, με την οποία επαναλαμβάνονται τέτοιας έντασης σεισμοί από το συγκεκριμένο ρήγμα, είναι 71 χρόνια.
«Η σεισμική δραστηριότητα στην Ηλεία παρακολουθείται καθώς και  η εν γένει συμπεριφορά των ρηγμάτων. Αν και σε κάποιες περιοχές η παρουσία των ρηγμάτων είναι ιδιαίτερα έντονη, δεν υπάρχουν περισσότερο ή λιγότερο επικίνδυνες περιοχές. Όλες οι περιοχές του νομού, άσχετα με την παρουσία ενός ή περισσότερων ρηγμάτων, διατρέχουν τον ίδιο κίνδυνο», επεσήμανε ο κ Λέκκας.

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