Avere un'ottima ancora, conoscere i luoghi dove si va a navigare (anche se ci si va per la prima volta) e avere sempre la situazione meteo sotto controllo.
Si potrebbero probabilmente riassumere in questi tre i punti imprescindibili di una crociera perfetta.
Sappiamo oggi, grazie ai numerosi test effettuati in ogni dove nel mondo, che la geometria di un'ancora prevale sulla sua massa.
Riportiamo una tabella che riporta i parametri da tenere in considerazione per la scelta dell'ancora.
Il peso dell'ancora è dato in funzione della lunghezza dell'imbarcazione. Questo criterio deve essere modulato tenendo conto del tipo dell'imbarcazione.
In questi ultimi anni una serie di ancore di nuova generazione sono comparse sul mercato e le recenti prove indipendenti effettuate da pubblicazioni come Practical Sailor, Yachting Monthly e Sail dimostrano che queste nuove generazioni superano costantemente la performance dei modelli di tipo tradizionale.
La maggior parte dei test, per non parlare dell’esperienza e dei feedback provenienti dal mondo reale, mostrano che ci sono problemi comuni riscontrati durante l’uso dei modelli disegnati in stile tradizionale.
Questi problemi includono:
• posizionamento inefficace (quando non assente del tutto)
• poca efficacia in fondali morbidi
• fallimento della penetrazione nei fondali duri
• scarsa stabilità
Molte ancore di nuova generazione tengono conto di queste problematiche (la maggior parte di loro risolvendole con un certo successo) e in genere hanno le seguenti caratteristiche comuni:
• La posizione di ancoraggio è sempre regolare, se cade a testa in giù, in condizioni normali, si riposiziona automaticamente in modo corretto
• Si gira secondo il vento e la marea
• Offre elevata capacità di tenuta e non cede anche se trascinata
• Opera in modo affidabile in una ampia serie di condizioni dei fondali marini
Quali sono le ancore di nuova generazione?
Consideriamo il Delta (1980) come l'ultimo dei modelli tradizionali; anche se si tratta di un ancoraggio moderno, è ancora in effetti solo una versione moderatamente migliorata del CQR.
Altri tipi tradizionali includono la lama piatta stile Danforth, CQR e Bruces.
Il Bügel (1986) può essere considerato il primo modello della nuova generazione, di cui altri esempi sono Spade, Sarca, Sword, Bulwagga e Rocna.
Test sulle ancore
West Marine in associazione con i mensili Sail e Yachting Monthly ha svolto uno dei più completi e importanti studi comparativi effettuati negli ultimi anni.
E' l'unico test, ad oggi, che comprende la maggior parte delle ancore di nuova generazione, confrontate alle ancore di vecchia generazione più popolari.
Le ancore sono state testate al largo della costa della California, ed i tre luoghi scelti per le prove consistevano in fondali con sabbia medio - dura.
Questa è una scelta eccellente per qualsiasi prova di ancoraggio in quanto i fondali duri sono particolarmente difficili da penetrare per le ancore, che incontrano anche difficoltà di presa.
Ciò eleva lo standard di base della prova.
Risultati del test
![](data:image/png;base64,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)
Si potrebbero probabilmente riassumere in questi tre i punti imprescindibili di una crociera perfetta.
Sappiamo oggi, grazie ai numerosi test effettuati in ogni dove nel mondo, che la geometria di un'ancora prevale sulla sua massa.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDyiKMhq4VrQjBSsIH7z4AyHw9yd5Z6RV9_AE5FXdFkLyfeAma0kKmlxn8Ar792wuy0OB-zPyGpmuZBw5njFf0l4oWhahKCResNnLRZx9aDleyteoNPfcDl9Bj5hGVozj285Q5IklaLMU/s400/ANCORE.jpg)
In questi ultimi anni una serie di ancore di nuova generazione sono comparse sul mercato e le recenti prove indipendenti effettuate da pubblicazioni come Practical Sailor, Yachting Monthly e Sail dimostrano che queste nuove generazioni superano costantemente la performance dei modelli di tipo tradizionale.
La maggior parte dei test, per non parlare dell’esperienza e dei feedback provenienti dal mondo reale, mostrano che ci sono problemi comuni riscontrati durante l’uso dei modelli disegnati in stile tradizionale.
Questi problemi includono:
• posizionamento inefficace (quando non assente del tutto)
• poca efficacia in fondali morbidi
• fallimento della penetrazione nei fondali duri
• scarsa stabilità
Molte ancore di nuova generazione tengono conto di queste problematiche (la maggior parte di loro risolvendole con un certo successo) e in genere hanno le seguenti caratteristiche comuni:
• La posizione di ancoraggio è sempre regolare, se cade a testa in giù, in condizioni normali, si riposiziona automaticamente in modo corretto
• Si gira secondo il vento e la marea
• Offre elevata capacità di tenuta e non cede anche se trascinata
• Opera in modo affidabile in una ampia serie di condizioni dei fondali marini
Quali sono le ancore di nuova generazione?
Consideriamo il Delta (1980) come l'ultimo dei modelli tradizionali; anche se si tratta di un ancoraggio moderno, è ancora in effetti solo una versione moderatamente migliorata del CQR.
Altri tipi tradizionali includono la lama piatta stile Danforth, CQR e Bruces.
Il Bügel (1986) può essere considerato il primo modello della nuova generazione, di cui altri esempi sono Spade, Sarca, Sword, Bulwagga e Rocna.
Test sulle ancore
West Marine in associazione con i mensili Sail e Yachting Monthly ha svolto uno dei più completi e importanti studi comparativi effettuati negli ultimi anni.
E' l'unico test, ad oggi, che comprende la maggior parte delle ancore di nuova generazione, confrontate alle ancore di vecchia generazione più popolari.
Le ancore sono state testate al largo della costa della California, ed i tre luoghi scelti per le prove consistevano in fondali con sabbia medio - dura.
Questa è una scelta eccellente per qualsiasi prova di ancoraggio in quanto i fondali duri sono particolarmente difficili da penetrare per le ancore, che incontrano anche difficoltà di presa.
Ciò eleva lo standard di base della prova.
Risultati del test