![2017-05-29--La-Nuova-Venezia.jpg](data:image/png;base64,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)
VENEZIA. I
fondali italiani del Mar Adriatico settentrionale non sono costituiti solo da
distese di sabbia e detriti, come comunemente si immagina ma da formazioni
rocciose create dai "canali" dell'epoca glaciale, oltre 20 mila anni
fa.
Nella parte nord-occidentale dell'Adriatico, al largo di
Chioggia, sorgono conformazioni
rocciose sommerse alla profondità di oltre 20 metri
che ospitano
ecosistemi acquatici unici. Chiamate in dialetto veneto
'tegnùe', perché trattengono le reti dei pescatori, sono composte da organismi
incrostanti che conferiscono a queste bio-costruzioni un aspetto simile alle barriere
coralline che si elevano dal fondale limoso-sabbioso.
Uno studio
coordinato dall’Istituto di scienze marine del Consiglio
nazionale delle ricerche (Ismar-Cnr) ha indagato l’origine di questi
sorprendenti habitat marini. La ricerca, che ha coinvolto anche Università di
Padova, Istituto nazionale di oceanografia e di geofisica sperimentale (Ogs),
Istituto superiore per la protezione e la ricerca ambientale (Ispra) e Consejo
Nacional de Investigaciones Científicas y Técnicas (Conicet) in Argentina, è
stata pubblicata sulla rivista Scientific Reports.
“Queste formazioni
coralligene sono disseminate nell’Adriatico nord-occidentale e costituiscono
una 'anomalia
geologica rocciosa' rispetto al fondale detritico di
sabbie e limi sul quale poggiano”, spiega Luigi Tosi, primo autore
dell’articolo e ricercatore Ismar-Cnr. “I modelli genetici finora formulati per
spiegare la loro origine non erano soddisfacenti, quindi abbiamo messo in campo
competenze multidisciplinari”.
Il gruppo di ricerca composto da geologi, oceanografi,
geofisici e biologi ha in primo luogo eseguito i rilievi geofisici per
l’analisi e la mappatura morfo-batimetrica del fondale e del sottosuolo. “Sulla
base della nuova cartografia i ricercatori Ismar-Cnr hanno eseguito oltre 200
immersioni, spesso in condizioni di scarsa visibilità, con osservazioni
geomorfologiche e geologiche, campionando rocce e sedimenti sciolti”, continua
Andrea Bergamasco, oceanografo Ismar-Cnr, responsabile delle attività
subacquee. “Sono stati inoltre installati sui fondali dei particolari pozzi per
l’analisi dell’acqua sottomarina”.
“La ricerca è proseguita in laboratorio con le analisi
isotopiche, paleoambientali e di microscopia elettronica e con l’integrazione
delle informazioni acquisite”, spiega Sandra Donnici, geologa Ismar-Cnr. “Ne è
risultato che le tegnùe si sono sviluppate lungo le strutture morfologiche allungate e
sinuose attribuite ad antichi canali fluviali, presenti nella pianura, durante
l’ultimo periodo glaciale, circa
20.000 anni fa”.
Un campione roccioso si è rivelato in particolare
fondamentale. “Si tratta di un
lastrone di sabbia cementata con inglobati gusci di
molluschi che hanno consentito di determinare età e caratteristiche del
paleoambiente al momento della sua cementazione”, conclude Tosi. “Una sorta di 'Stele di Rosetta' che
ha permesso di giungere a una nuova visione sull’origine di queste formazioni
coralligene nel golfo di Venezia. Le analisi radiometriche al carbonio 14 hanno
consentito di datare a circa 9.000 anni fa l’arrivo del mare in questa parte
dell’antica pianura pleistocenica e a 7.000 anni fa la sua cementazione, sulla
quale i primi organismi biocostruttori hanno attecchito”.
Il lavoro pubblicato è stato possibile grazie al
progetto 'Tegnùe' finanziato dal Comune di Chioggia su Fondi Regione del Veneto
(responsabili Sandra Donnici e Paolo Montagna) e al Progetto Bandiera Ritmare
Cnr finanziato dal Miur (responsabile Luigi Tosi).
Intanto però le “tegnùe” stanno scomparendo: i motori
troppo potenti dei pescherecci e la pesca con i ramponi, hanno infatti
distrutto quelle più piccole, mantenendo solo quelle più grandi,
quantitativamente inferiori. Al largo di Chioggia alcune sono preservate,
altrove, come davanti a Punta Sabbioni, non lo sono.
|