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TALASI MONSTRUMI Nemanja Stanković
 
 
 
 
 
- U okeanografiji, preciznije su definisani kao talasi čija visina dvostruko veća od karakteristične talasne visine. - Talasi monstrumi nisu najveći talasi registrovani na pučini okeana   - Ne mogu se ni poistovetiti sa cunamijima   - Freak talasi javljaju se kako u dubokim tako i u plitkim vodama   - Postojanje freak talasa je potvrđeno projektom MaxWave
- U istoriji bilo je mnogo nestanaka brodova bez jasnog uzroka
 
- Minhen - Plovidba tekla rutinski - SOS - Pronalazak neiskorišćenog broda   za spašavanje
- Brojni su slučajevi onih koji su preživeli susrete sa neobično visokim morskim talasima
 
 
 
 
 
- Na jelovniku talasa ubica nisu samo brodvi
Naftna platforma Draupner u Severnom moru
 
- Postoji nekoliko definicija tih ekstremnih talasa   - previše visoki,  - previše asimetrični - previše strmi Talas monstrum se definiše kao talas čija je visina 2 do 2.2 puta veća od  Hs .   Hs  =  ?
- Visina talasa se definiše kao rastojanje između sukcesivno lokalno minimalne amplitude i lokalno maksimalne amplitude talasa.
- Karakteristična visina talasa
 
- Kategorizacija talasa monstruma 1. „Vodeni zid”  2. „3 sestre” 3. pojedinačni
Rejlijeva raspodela Najverovatnija visina - Prvi pokušaj predviđanja ovog fenomena bila je primena linearnog modela talasa
Gausova raspodela Verovatnoća da talas premaši neku visinu h  U Rejlijevoj raspodeli Hs=4σ  - Kao posledica nelinearnosti prostiranja vodenih talasa, pojedinačni sinusoidalni talasi interaguju međusobno formirajući talase sa novim spektralnim karakteristikama.Zbog toga se  površina mora i okeana neprekidno se menja u vremenu. Da bi se modelovao ovakav neregularni sistem najčešće se koristi stohastički prilaz u kome je neregularnost predstavljena nalaženjem suma velikog broja sinusoidalnih talasa sa različitim frekvencijama, slučajnim fazama i amplitudama.  - Neregularno talasno polje se posmatra kao jedan stacionarni slučajni gausijanski proces sa gustinom verovatnoće predstavljenom u obliku
h  > 2 Hs .   Talas monstrum 3000
- Mehanizmi formiranja talasa monstruma   - Linearni mehanizmi - Nelinearni mehanizmi U poslednjih 30 godina razvijeno je mnoštvo fizičkih modela ovih talasa
U linearnoj teoriji talasno polje može biti prikazano kao suma velikog broja nezavisnih monohromatskih talasa malih amlituda, različitih frekvencija i pravaca prostiranja.   U linearne mehanizme spadaju: - Uticaj atmosferskih prilika na formiranje freak talasa - Interakcija talas-morska struja - Geometrijsko fokusiranje vodenih talasa - Disperziono širenje tranzijentno postojećih grupa talasa Postojanje retkih talasa ekstremno velikih amplituda se identifikuje kao prisustvo repova u funkciji raspodele visina talasnih događaja, a objašnjava se lokalnim superpozicijima velikog broja monohromatskih talasa sa odgovarajućim fazama i pravcima prostiranja
Nelinearni mehanizmi nastanka freak talasa   Nelinearni mehanizmi obuhvataju: - Nelinearni model interakcije talas-morska struja - Slabo nelinearni freak talasi u plitkim vodama kao rešenje Korteweg-de Vries jednačine -  solitoni - Slabo nelinearni freak talasi u dubokim i srednje dubokim vodama kao rešenje Šredingetove jednačine -  brideri
- Uticaj atmosferskih prilika na formiranje talasa monstruma   - Interakcija talasa na vodi sa okolnom atmosferom može biti opisana preko dve vrste mehanizama:  - fluktuacije atmosferskog pritiska (mehanizam Phillips-a )  - interakcija sa nestabilnim fluktuacijama u strujanju vetra (Miles-ov mehanizam).  - Tri faktora određuju koliko će visoki biti talasi formirani pod uticajem vetra: - brzina vetra - vreme trajanja vetra - dimenzije oblasti u kojoj vetar duva bez promene pravca.
Kraj

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Talasi monstrumi - Nemanja Stankovć

  • 2.  
  • 3.  
  • 4.  
  • 5.  
  • 6.  
  • 7. - U okeanografiji, preciznije su definisani kao talasi čija visina dvostruko veća od karakteristične talasne visine. - Talasi monstrumi nisu najveći talasi registrovani na pučini okeana - Ne mogu se ni poistovetiti sa cunamijima - Freak talasi javljaju se kako u dubokim tako i u plitkim vodama - Postojanje freak talasa je potvrđeno projektom MaxWave
  • 8. - U istoriji bilo je mnogo nestanaka brodova bez jasnog uzroka
  • 9.  
  • 10. - Minhen - Plovidba tekla rutinski - SOS - Pronalazak neiskorišćenog broda za spašavanje
  • 11. - Brojni su slučajevi onih koji su preživeli susrete sa neobično visokim morskim talasima
  • 12.  
  • 13.  
  • 14.  
  • 15.  
  • 16.  
  • 17. - Na jelovniku talasa ubica nisu samo brodvi
  • 18. Naftna platforma Draupner u Severnom moru
  • 19.  
  • 20. - Postoji nekoliko definicija tih ekstremnih talasa - previše visoki, - previše asimetrični - previše strmi Talas monstrum se definiše kao talas čija je visina 2 do 2.2 puta veća od Hs . Hs = ?
  • 21. - Visina talasa se definiše kao rastojanje između sukcesivno lokalno minimalne amplitude i lokalno maksimalne amplitude talasa.
  • 23.  
  • 24. - Kategorizacija talasa monstruma 1. „Vodeni zid” 2. „3 sestre” 3. pojedinačni
  • 25. Rejlijeva raspodela Najverovatnija visina - Prvi pokušaj predviđanja ovog fenomena bila je primena linearnog modela talasa
  • 26. Gausova raspodela Verovatnoća da talas premaši neku visinu h U Rejlijevoj raspodeli Hs=4σ - Kao posledica nelinearnosti prostiranja vodenih talasa, pojedinačni sinusoidalni talasi interaguju međusobno formirajući talase sa novim spektralnim karakteristikama.Zbog toga se površina mora i okeana neprekidno se menja u vremenu. Da bi se modelovao ovakav neregularni sistem najčešće se koristi stohastički prilaz u kome je neregularnost predstavljena nalaženjem suma velikog broja sinusoidalnih talasa sa različitim frekvencijama, slučajnim fazama i amplitudama. - Neregularno talasno polje se posmatra kao jedan stacionarni slučajni gausijanski proces sa gustinom verovatnoće predstavljenom u obliku
  • 27. h > 2 Hs . Talas monstrum 3000
  • 28. - Mehanizmi formiranja talasa monstruma - Linearni mehanizmi - Nelinearni mehanizmi U poslednjih 30 godina razvijeno je mnoštvo fizičkih modela ovih talasa
  • 29. U linearnoj teoriji talasno polje može biti prikazano kao suma velikog broja nezavisnih monohromatskih talasa malih amlituda, različitih frekvencija i pravaca prostiranja. U linearne mehanizme spadaju: - Uticaj atmosferskih prilika na formiranje freak talasa - Interakcija talas-morska struja - Geometrijsko fokusiranje vodenih talasa - Disperziono širenje tranzijentno postojećih grupa talasa Postojanje retkih talasa ekstremno velikih amplituda se identifikuje kao prisustvo repova u funkciji raspodele visina talasnih događaja, a objašnjava se lokalnim superpozicijima velikog broja monohromatskih talasa sa odgovarajućim fazama i pravcima prostiranja
  • 30. Nelinearni mehanizmi nastanka freak talasa Nelinearni mehanizmi obuhvataju: - Nelinearni model interakcije talas-morska struja - Slabo nelinearni freak talasi u plitkim vodama kao rešenje Korteweg-de Vries jednačine - solitoni - Slabo nelinearni freak talasi u dubokim i srednje dubokim vodama kao rešenje Šredingetove jednačine - brideri
  • 31. - Uticaj atmosferskih prilika na formiranje talasa monstruma - Interakcija talasa na vodi sa okolnom atmosferom može biti opisana preko dve vrste mehanizama: - fluktuacije atmosferskog pritiska (mehanizam Phillips-a ) - interakcija sa nestabilnim fluktuacijama u strujanju vetra (Miles-ov mehanizam). - Tri faktora određuju koliko će visoki biti talasi formirani pod uticajem vetra: - brzina vetra - vreme trajanja vetra - dimenzije oblasti u kojoj vetar duva bez promene pravca.
  • 32. Kraj