Guillermo
Ingeniero Naval
- Joined
- Mar 13, 2005
- Messages
- 3,649
- Reaction score
- 199
- Location
- Pontevedra, Spain
Let's discuss here what we understand by 'seaworthiness', as it seems everyone has his/her personal point of view about this.
To begin with, on my side I propose to discuss seaworthiness of said cruisers derived from racing classes, as the Class 40. Let's discuss the Pogo 40, i.e.
One of the problems I see with this kind of boats when brought from the racing circuits to the cruising grounds is that most cruising crews are not trained to withstand the punishment of countless not sleeping and miserable hours (or watchs scheme) as to ride (and steer) seas in a gale or storm at high speeds, the only way this kind of boats are able to defend themselves, as they are not conceived to hove to.
Very deep and narrow keels stall easily at slow speeds, so you need to keep the boat moving at an extenuant pace, as you have to keep sailing at an speed and course adequate to avoid resonant rolling. And as speed is high, reaction time is less, this calling for a demanding steering.
A 100 ft long wave (30,48 m) travels at 13,40 knots so you have to keep the boat planning all the time. And this 100 ft sea's waves beging to break when they reach 4,35 m (14,29 ft). Realize that this sea state is reachable with only force 9 winds, maybe even as low as 8 depending on the particular conditions at the place.
On the other hand, the Pogo 40 has a max beam of 4,40 m (and well extended aft), pretty much the same as that wave height. So it would be posed in a very dangerous situation if by any reason gets caught beam to seas. With those forms and a deep and narrow keel, probably she will tend to get like that if stopped. And we have to remember that with that wide beam going all well aft and her small over deck volumes, inverted stability will be not negligible, indeed.
The period of encounter with waves is given by formula:
Te = Lw / (c-Vs*cos (beta))
being Lw, the wave length, c the wave speed, Vs the boat speed and beta the angle of encounter measured from the stern.
So for beta = 90º (beam seas), the period of encounter is the same as the waves period, as expectable. In this situation the 30.5 m long - 4.3 m height waves we are considering, have a period of 4.4 seconds. For beta = 60º, the period will be Lw/(0,5 * c), so the period of encounter will be 8.8 sec, twice the wave period. For a boat with a natural period of 4.4 sec this wave period and its armonics may induce resonant rolling....
....Ooops! Enough for today! Time for some obligations. I'll work deeper on Pogo's 'rolling' numbers and other matters next week.
Cheers.
To begin with, on my side I propose to discuss seaworthiness of said cruisers derived from racing classes, as the Class 40. Let's discuss the Pogo 40, i.e.
One of the problems I see with this kind of boats when brought from the racing circuits to the cruising grounds is that most cruising crews are not trained to withstand the punishment of countless not sleeping and miserable hours (or watchs scheme) as to ride (and steer) seas in a gale or storm at high speeds, the only way this kind of boats are able to defend themselves, as they are not conceived to hove to.
Very deep and narrow keels stall easily at slow speeds, so you need to keep the boat moving at an extenuant pace, as you have to keep sailing at an speed and course adequate to avoid resonant rolling. And as speed is high, reaction time is less, this calling for a demanding steering.
A 100 ft long wave (30,48 m) travels at 13,40 knots so you have to keep the boat planning all the time. And this 100 ft sea's waves beging to break when they reach 4,35 m (14,29 ft). Realize that this sea state is reachable with only force 9 winds, maybe even as low as 8 depending on the particular conditions at the place.
On the other hand, the Pogo 40 has a max beam of 4,40 m (and well extended aft), pretty much the same as that wave height. So it would be posed in a very dangerous situation if by any reason gets caught beam to seas. With those forms and a deep and narrow keel, probably she will tend to get like that if stopped. And we have to remember that with that wide beam going all well aft and her small over deck volumes, inverted stability will be not negligible, indeed.
The period of encounter with waves is given by formula:
Te = Lw / (c-Vs*cos (beta))
being Lw, the wave length, c the wave speed, Vs the boat speed and beta the angle of encounter measured from the stern.
So for beta = 90º (beam seas), the period of encounter is the same as the waves period, as expectable. In this situation the 30.5 m long - 4.3 m height waves we are considering, have a period of 4.4 seconds. For beta = 60º, the period will be Lw/(0,5 * c), so the period of encounter will be 8.8 sec, twice the wave period. For a boat with a natural period of 4.4 sec this wave period and its armonics may induce resonant rolling....
....Ooops! Enough for today! Time for some obligations. I'll work deeper on Pogo's 'rolling' numbers and other matters next week.
Cheers.