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While Part 1 showcased design comments from Richard Woods , this second webpage on catamaran design is from a paper on “How to dimension a sailing catamaran”, written by the Finnish boat designer, Terho Halme. I found his paper easy to follow and all the Catamaran hull design equations were in one place. Terho was kind enough to grant permission to reproduce his work here.
Below are basic equations and parameters of catamaran design, courtesy of Terho Halme. There are also a few references from ISO boat standards. The first step of catamaran design is to decide the length of the boat and her purpose. Then we’ll try to optimize other dimensions, to give her decent performance. All dimensions on this page are metric, linear dimensions are in meters (m), areas are in square meters (m2), displacement volumes in cubic meters (m3), masses (displacement, weight) are in kilograms (kg), forces in Newton’s (N), powers in kilowatts (kW) and speeds in knots.
Please see our catamarans for sale by owner page if you are looking for great deals on affordable catamarans sold directly by their owners.
There are two major dimensions of a boat hull: The length of the hull L H and length of waterline L WL . The following consist of arbitrary values to illustrate a calculated example.
L H = 12.20 L WL = 12.00
After deciding how big a boat we want we next enter the length/beam ratio of each hull, L BR . Heavy boats have low value and light racers high value. L BR below “8” leads to increased wave making and this should be avoided. Lower values increase loading capacity. Normal L BR for a cruiser is somewhere between 9 and 12. L BR has a definitive effect on boat displacement estimate.
B L / L | In this example L = 11.0 and beam waterline B will be: |
Figure 2 | |
B = 1.09 | A narrow beam, of under 1 meter, will be impractical in designing accommodations in a hull. |
B = B / T | A value near 2 minimizes friction resistance and slightly lower values minimize wave making. Reasonable values are from 1.5 to 2.8. Higher values increase load capacity. The deep-V bottomed boats have typically B between 1.1 and 1.4. B has also effect on boat displacement estimation. |
T = B / B T = 0.57 | Here we put B = 1.9 to minimize boat resistance (for her size) and get the draft calculation for a canoe body T (Figure 1). |
Midship coefficient – C | |
C = A / T (x) B | We need to estimate a few coefficients of the canoe body. where A is the maximum cross section area of the hull (Figure 3). C depends on the shape of the midship section: a deep-V-section has C = 0.5 while an ellipse section has C = 0.785. Midship coefficient has a linear relation to displacement. In this example we use ellipse hull shape to minimize wetted surface, so C = 0.785 |
Figure 3 |
C =D / A × L | where D is the displacement volume (m ) of the boat. Prismatic coefficient has an influence on boat resistance. C is typically between 0.55 and 0.64. Lower values (< 0.57) are optimized to displacement speeds, and higher values (>0.60) to speeds over the hull speed (hull speed ). In this example we are seeking for an all round performance cat and set C := 0.59 |
C = A / B × L | where A is water plane (horizontal) area. Typical value for water plane coefficient is C = 0.69 – 0.72. In our example C = 0.71 |
m = 2 × B x L × T × C × C × 1025 m = 7136 | At last we can do our displacement estimation. In the next formula, 2 is for two hulls and 1025 is the density of sea water (kg/m3). Loaded displacement mass in kg’s |
L = 6.3 | L near five, the catamaran is a heavy one and made from solid laminate. Near six, the catamaran has a modern sandwich construction. In a performance cruiser L is usually between 6.0 and 7.0. Higher values than seven are reserved for big racers and super high tech beasts. Use 6.0 to 6.5 as a target for L in a glass-sandwich built cruising catamaran. To adjust L and fully loaded displacement m , change the length/beam ratio of hull, L . |
m = 0.7 × m m = 4995 | We can now estimate our empty boat displacement (kg): This value must be checked after weight calculation or prototype building of the boat. |
m = 0.8 × m m = 5709 | The light loaded displacement mass (kg); this is the mass we will use in stability and performance prediction: |
The beam of a sailing catamaran is a fundamental thing. Make it too narrow, and she can’t carry sails enough to be a decent sailboat. Make it too wide and you end up pitch-poling with too much sails on. The commonly accepted way is to design longitudinal and transversal metacenter heights equal. Here we use the height from buoyancy to metacenter (commonly named B ). The beam between hull centers is named B (Figure 4) and remember that the overall length of the hull is L . | |
Figure 4 |
Length/beam ratio of the catamaran – L | |
L = L / B | If we set L = 2.2 , the longitudinal and transversal stability will come very near to the same value. You can design a sailing catamaran wider or narrower, if you like. Wider construction makes her heavier, narrower means that she carries less sail. |
B = L / L B = 5.55 | Beam between hull centers (m) – B |
BM = 2[(B × L x C / 12) +( L × B × C x (0.5B ) )] × (1025 / m ) BM = 20.7 | Transversal height from the center of buoyancy to metacenter, BM can be estimated |
BM = (2 × 0.92 x L × B x C ) / 12 x (1025 / m ) BM = 20.9 | Longitudinal height from the center of buoyancy to metacenter, BM can be estimated. Too low value of BM (well under 10) will make her sensitive to hobby-horsing |
B = 1.4 × B | We still need to determine the beam of one hull B (Figure 4). If the hulls are asymmetric above waterline this is a sum of outer hull halves. B must be bigger than B of the hull. We’ll put here in our example: |
B = B B B = 7.07 | Now we can calculate the beam of our catamaran B (Figure 4): |
Z = 0.06 × L Z = 0.72 | Minimum wet deck clearance at fully loaded condition is defined here to be 6 % of L : |
EU Size factor | |
SF=1.75 x m SF = 82 x 10 | While the length/beam ratio of catamaran, L is between 2.2 and 3.2, a catamaran can be certified to A category if SF > 40 000 and to B category if SF > 15 000. |
Engine Power Requirements | |
P = 4 x (m /1025)P = 28 | The engine power needed for the catamaran is typically 4 kW/tonne and the motoring speed is near the hull speed. Installed power total in Kw |
V = 2.44 V = 8.5 | Motoring speed (knots) |
Vol = 1.2(R / V )(con x P ) Vol = 356 | motoring range in nautical miles R = 600, A diesel engine consume on half throttle approximately: con := 0.15 kg/kWh. The fuel tank of diesel with 20% of reserve is then |
Owner of a Catalac 8M and Catamaransite webmaster.
Im working though these formuals to help in the conversion of a cat from diesel to electric. Range, Speed, effect of extra weight on the boat….. Im having a bit of trouble with the B_TR. First off what is it? You don’t call it out as to what it is anywhere that i could find. Second its listed as B TR = B WL / T c but then directly after that you have T c = B WL / B TR. these two equasion are circular….
Yes, I noted the same thing. I guess that TR means resistance.
I am new here and very intetested to continue the discussion! I believe that TR had to be looked at as in Btr (small letter = underscore). B = beam, t= draft and r (I believe) = ratio! As in Lbr, here it is Btr = Beam to draft ratio! This goes along with the further elaboration on the subject! Let me know if I am wrong! Regards PETER
I posted the author’s contact info. You have to contact him as he’s not going to answer here. – Rick
Thank you these formulas as I am planning a catamaran hull/ house boat. The planned length will be about thirty six ft. In length. This will help me in this new venture.
You have to ask the author. His link was above. https://www.facebook.com/terho.halme
I understood everything, accept nothing makes sense from Cm=Am/Tc*Bwl. Almost all equations from here on after is basically the answer to the dividend being divided into itself, which gives a constant answer of “1”. What am I missing? I contacted the original author on Facebook, but due to Facebook regulations, he’s bound never to receive it.
Hi Brian, B WL is the maximum hull breadth at the waterline and Tc is the maximum draft.
The equation B TW = B WL/Tc can be rearranged by multiplying both sides of the equation by Tc:
B TW * Tc = Tc * B WL / Tc
On the right hand side the Tc on the top is divided by the Tc on the bottom so the equal 1 and can both be crossed out.
Then divide both sides by B TW:
Cross out that B TW when it is on the top and the bottom and you get the new equation:
Tc = B WL/ B TW
Thank you all for this very useful article
Parfait j aimerais participer à une formation en ligne (perfect I would like to participate in an online training)
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The benefits and compromises of owning a power catamaran are usually obvious for different consumers, depending on their circumstances, boating ambitions and level of experience. However, a rapidly growing number of seasoned boaters are learning the joys of owning a catamaran and end up becoming firm catamaran supporters.
We have witnessed amazing changes to how families go boating together on a catamaran. For many families, the catamaran yacht has enabled their kids to join and bring their friends without overcrowding the boat. Guests do not have to be seasoned yachties to enjoy the day in the stable and protected cockpit. While entertaining can be done with style and without stress.
The most compelling argument of all must be this: seasoned monohull boaters are converting to catamarans by the truckload. Many converted former motor yacht owners are now passionate advocates of power catamarans. For experienced yachties demanding performance, the advantages are simply too great to ignore. It is rare to hear of any catamaran owners ever going back to a monohull. Once you become a catamaran owner, you are hooked for life.
“Why should I buy a power catamaran instead of a similar sized motor yacht?”
We are regularly asked by buyers “why should I buy a power catamaran instead of a similar sized motor yacht”. Like everything, there are benefits and compromises to the power catamaran. Despite ourselves being firm Catamaran converts and lifetime believers, below we offer a balanced comparison of the pros and cons.
A monohull, as the name implies, has just one hull. This is the most common type of hull design, but why? To produce a well balanced comparison lets start by investigating the benefits of monohulls:
Familiar handling.
While monohulls roll back and forth far more than a catamaran, monohull fans will argue that the slow roll period of a monohull has a comforting effect.
There any many brands and builders to choose from as most builders still only produce monohulls. Whilst this trend is changing, 50+ years of composite boat building has been heavily monohull focused. This does mean that there is a far greater selection of vessels, designers and brands and builders to select from.
Whilst the monohull comparably has less interior space, the wide waterline beam (width) allows for greater use of the internal hull height. This either enables builders to mount tanks and storage below cabin floors or to actually expand the cabin below waterline. As a catamaran gains performance via its light displacement and narrow waterline beam, this is often not practical on a catamaran.
Jumping from one boat to another will feel extremely familiar as the differences in handling between brands is minimal, with the exception of planning hull vs displacement hull. Focusing on planning hulls, however you will quickly feel familiar jumping from one boat to another. On the contrary, the difference in handling from a monohull to a power catamaran are immediately apparent.
Now that we have seen the advantages of a monohull, lets analyse some disadvantages one might encounter while boating on a typical V-bottomed or deep-V motoryacht.
Bow steering, rolling at anchor, significant bowrise.
Due to the wide flat hull shape required to get the monohull more quickly into planning mode, it can produce a rather bumpy ride when motoring through waves. Performance through waves can be significantly improved or diminished depending on the hull shape. For instance, a deep V hull will be more comfortable through waves than a shallow V. However, both are significantly outperformed by even the worst power catamaran designs.
A monohulls heel angle is directly affected by weight placement. Moving too much weight to port or to stbd will cause the vessel to heel. This is significantly noticeable when at anchor however even underway an incorrectly loaded monohull can dangerously heel. This can be overcome underway by the use of trim tabs. However, is best overcome by conscious weight placement and management.
Bow steering usually occurs when motoring at speed in a following sea or when passing another vessels wake. If you are inexperienced and do not know what is happening it can be quite frightening. Basically, the boat will suddenly and often expectantly turn hard in one direction while rolling hard in the opposite direction, despite your efforts to steer straight. Bow steering can be prevented with the installation of trim tabs. They can enable you to raise the bow up and out of the water when in a following sea. Trim tabs are not needed on a catamaran due to the natural separation of hulls bow steering.
At times you will undoubtedly come across anchorages that aren’t completely flat. When this happens, monohulls, that rely on the weight of their COG (center of gravity) to be aligned below their COB (center of buoyancy) to keep them upright, will start to rock from side to side. Things roll around inside, plates go flying. It’s uncomfortable or sometimes impossible to cook, and only the hardiest of yachties will be getting any sleep.
While all of this is going on, at the next mooring ball, the power catamaran owners are sitting in their cockpits sipping sun-downers, barely noticing the movement, quietly getting tipsy before a long night’s sleep.
The degree of bowrise varies with monohull designs. However, for those of you unfamiliar with this term, bowrise is the tendency of a boat to point its bows up in the air before it gets into planning mode and then settles somewhat. This puts passengers through an uncomfortable, and sometimes unnerving experience whilst also exposing the vessel to a decreased level of stability and safety.
Advantages of power catamarans.
Whilst individual designs can vary by design and their usage, the benefits below are typically universal for most catamarans. In comparison to the equivalent length monohull a catamaran shall deliver the following advantages:
Enhanced stability at anchor and underway, up-scaled cabins and interiors, larger single level cockpit and saloon, significantly improved fuel consumption.
Catamarans experience slower deceleration through wave impact. This significantly reduces slamming through waves. This has been measured with accelerometers in like for like tests to have a 25% reduction in G forces when riding over waves.
Due largely to their wider beam, catamarans have a remarkably higher righting moment compared to monohulls. This prevents them from rolling side-to-side when at anchor, and keeps them sitting level both underway and at rest . This is regardless of placement of people or luggage, this also eliminates the need for catamarans to use trim tabs.
More interior volume, especially in power catamarans that carry their beam all the way forward. Even applicable in the smallest cats that will usually have stand up headroom in each cabin, unlike smaller monohulls. As a result of this increased volume, a power catamaran will always feel over sized – more fairly compared to a monohull 15-20% longer in length. A 35ft power catamaran for instance is more fairly matched against a 43ft motor yacht.
Catamarans generally provide far more living space in the main salon and cockpit in comparison to similarly priced monohulls. The galley, main salon and cockpit are also all on one level, above the water line … making life aboard as well as your view much more enjoyable.
Due to their reduced displacement and wetted surface area power catamarans are impressively efficient. The wider monohull bows create a large bow wake and greater resistance, which require more HP to get onto plane. Not only does this burn more fuel, but also enables a catamaran to get onto plane under just one motor. This is a significant safety advantage, enabling a boat with only one working engine to return to shore before dark rather than limping home at below planning speeds. The ability to plane at lower RPM’s enables cruisers not wanting to travel at groundbreaking speeds to achieve highly efficient low speed planning. Vastly expanding their cruising ground while not breaking the bank nor taking all day to get to the next anchorage. Learn more about power catamaran fuel consumption HERE>>
Drastically improved close-quarter maneuvering: A large separation between the port and stbd engine drastically improves close-quarters maneuvering. This enables a power catamaran to literally rotate within its own waterline length by simply putting one engine in reverse, and one in forward. Add a joystick control and you’re in command of one of the easiest boats that you will ever dock.
Despite the significant benefits gained by the power catamaran, there are also a few unusual traits associated with powercats:
Snaking at anchor, tunnel-slap, unusual appearance.
When making sharp turnsm a monohull will bank (roll) into the turn. A catamaran, on the other hand, due to its increased stability and righting moment will actually bank slightly outward. If coming from a monohull background, initially this sensation will feel unusual. However, If you have no prior expectations regarding the outward bank offers ,no benefits or disadvantage over the inward bank.
Due to the power catamarans wide beam and asymmetry, when at anchor a shifting breeze will cause the vessel to turn to port and stbd in a snakelike movement. If the wind has some strength and continues to shift, this movement can become uncomfortable. We therefore recommend attaching an anchor bridle whenever anchoring which completely eradicates this effect.
In certain conditions, catamarans can experience tunnel slap. This is where a wave passing under the tunnel rises up and slaps the wingdeck surface causing a thud or slapping sound. This effects different catamaran designs in various ways depending on whether they are of displacement or planning type. A displacement catamaran requires a high wingdeck to overcome the wave crest heights in order to ride over the top of the waves. Planning catamarans, on the other hand, should have narrower and shallower tunnels. This forces a compressed air mixture through the tunnel, creating a cushioning and lifting effect lifting the catamaran above the surface of the water with intensity increasing as speed increases.
When asked, many monohull owners claim they do not like the unusual appearance of a power catamaran. Whilst styling preference is subjective, at Makai we have worked hard to design a power catamaran that delivers all of the benefits of a catamaran. Whilst doing so with attractive and unmistakable styling.
Whilst each have their own advantages and disadvantages the final choice is completely down to personal preference. Clearly, we are die hard catamaran believers, but we also believe that what is most important above all else is just getting outside and on the water, having fun and being safe. So, when you find the boat that does all of the right things for you, go for it!
Learn more about MAKAI Yachts HERE>>
Learn more about the MAKAI M37 HERE>>
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Discussion in ' Boat Design ' started by abdulrahman , Mar 17, 2022 .
Hello everyone, so I am working on a catamaran boat which serves the purpose of cleaning a lake from it's plastic waste etc... basically a lake cleaning robot to be more clear. And after designing the model i now want to find the power needed to power up the system, I did research about it but all i was able to find were not as beneficial to me since it's not in the metric system. i want to find the power equation to calculate it for this hull with dimensions of : 100cm length, 40cm height, 70cm width. And i would like to also ask how am i supposed to do quantitative assumptions for such a thing? some other things that i would love to get some insight about which are : how can i determine the thickness of the material am going to use ? " material that i am thinking of using is PETG with an average density of 1.27 g/cc. how can i determine thrust of the motor i will choose " after determining the power" (below is attached the design and also some calculations that i once tried to do but then found that i cant be using inches and then continue with metric system, i should be sticking to one system for the accuracy of these calculations)
Welcome to the Forum Abdul. Is this a university project / exercise or do you actually intend to build a boat to clean waste from the lake? Have you started to build the model yet? Do you have any other drawings showing how the boat will clean up waster - I presume it will have some sort of scoop on the front? I wonder why your transoms are simply 'chopped off' - relatively the hulls will have a bit more resistance like this, when compared to if there was rocker in the hull bottom. I am intrigued by your calculations - do you really need 2 kw to drive a 1 metre long lightweight catamaran? And do your electric motors really work at 28,000 rpm? What speed of rotation do you anticipate the propellers will be turning at?
Welcome Abdul, What voltage are you running at 28,000 RPM's?
Quick and very approximate numbers for displacement craft. Displacement speed (knots) = 1.2 * SQRT( Length Waterline (Feet)) At that speed normal propulsion is about one horsepower per ton of displacement. The power number here can be +/- 50%, but clearly far less power than your calculation. The propeller should be turning maybe 1000 RPM, maybe 2000, but again, far less than your number. Is this craft towing or pushing something relevant to the calculations? Please give details.
fredrosse said: ↑ Quick and very approximate numbers for displacement craft. Displacement speed (knots) = 1.2 * SQRT( Length Waterline (Feet)) At that speed normal propulsion is about one horsepower per ton of displacement. The power number here can be +/- 50%, but clearly far less power than your calculation. The propeller should be turning maybe 1000 RPM, maybe 2000, but again, far less than your number. Is this craft towing or pushing something relevant to the calculations? Please give details. Click to expand...
bajansailor said: ↑ Welcome to the Forum Abdul. Is this a university project / exercise or do you actually intend to build a boat to clean waste from the lake? Have you started to build the model yet? Do you have any other drawings showing how the boat will clean up waster - I presume it will have some sort of scoop on the front? I wonder why your transoms are simply 'chopped off' - relatively the hulls will have a bit more resistance like this, when compared to if there was rocker in the hull bottom. I am intrigued by your calculations - do you really need 2 kw to drive a 1 metre long lightweight catamaran? And do your electric motors really work at 28,000 rpm? What speed of rotation do you anticipate the propellers will be turning at? Click to expand...
BlueBell said: ↑ Welcome Abdul, What voltage are you running at 28,000 RPM's? Click to expand...
Abdul, Thank you for your response. I watched the video and have some R/C experience. The video is misleading for you because you have a much longer "hull-length" than just the boat. Your gear you're towing is considered part of your boat length. In addition, your boat weight varies by how much debris you've collected. So, you have a hugely varying boat weight depending how much debris is in the catchment system. Also, your boat speed is going to be much, much lower than the R/C enthusiast's. I suspect you're going to need a much, much lower prop RPM and of a huge diameter. This is not an R/C forum. You may get lucky and find someone on here with lots of R/C experience, it's not me. Can you show your towed gear and how it attaches? Also how it loads and empties, max and min weights of debris. What is your design speed? I don't want to discourage you but an R/C forum may be better suited to help you. BB
BlueBell said: ↑ Abdul, Thank you for your response. I watched the video and have some R/C experience. The video is misleading for you because you have a much longer "hull-length" than just the boat. Your gear you're towing is considered part of your boat length. In addition, your boat weight varies by how much debris you've collected. So, you have a hugely varying boat weight depending how much debris is in the catchment system. Also, your boat speed is going to be much, much lower than the R/C enthusiast's. I suspect you're going to need a much, much lower prop RPM and of a huge diameter. This is not an R/C forum. You may get lucky and find someone on here with lots of R/C experience, it's not me. Can you show your towed gear and how it attaches? Also how it loads and empties, max and min weights of debris. What is your design speed? I don't want to discourage you but an R/C forum may be better suited to help you. BB Click to expand...
abdulrahman said: ↑ View attachment 177072 Click to expand...
Heimfried said: ↑ Hi Abdul, regarding your calculation in your opening post, do you understand, that a current draw of 110 A from a battery of 3.3 Ah capacity results in an empty battery after 0.03 h or 1.8 minutes? (Just a theoretical raw number, without regarding a lot of effects.) Click to expand...
That's very basic electric around Ohm's law. If you take a Li battery you can mostly draw 70 per cent of its nominal capacity without shorting its life. So if your battery is rated 3.3 Ah (Ampere hours), 70 % of it is 2,3 Ah. The latter is the really useable capacity assumed you draw a current of only 2,3 A for one hour. Sometimes the nominal capacity is rated related to 0.1 C, which means 230 mA only for ten hours. Read about Peukert's law. https://en.wikipedia.org/wiki/Peukert's_law
Heimfried said: ↑ That's very basic electric around Ohm's law. If you take a Li battery you can mostly draw 70 per cent of its nominal capacity without shorting its life. So if your battery is rated 3.3 Ah (Ampere hours), 70 % of it is 2,3 Ah. The latter is the really useable capacity assumed you draw a current of only 2,3 A for one hour. Sometimes the nominal capacity is rated related to 0.1 C, which means 230 mA only for ten hours. Read about Peukert's law. https://en.wikipedia.org/wiki/Peukert's_law Click to expand...
6200 mAh = 6.2 Ah ; 6.2 Ah * 70/100 = 4.3 Ah usable capacity current 110 A means: 4.3 Ah / 110 A = 0.04 h = 2.3 minutes. So battery is empty after around 2 minutes. The nominal rpm of such RC motors is measured with no load at all, free spinning rotor. If you fit a propeller on it and operate it in the water rpm will be about 30 % of the nominal value (this depends heavily on the conditions). The result of your formula V = 2*pi*r * N / 60 is not a velocity but the lenghts of the path which one of the propeller blade tips is decribing in one second (multiple circumferences of the circle). You can not simply suppose that your 28000 rpm motor, reduced to 1,5 % of its rpm will be able to turn the boats prop in real conditions. It needs a minimum of torque for this. Plastic debris in a net towed by a boat may not weigh much but produces a huge drag because of the "irregular forms" and the random orientations of the debris pieces (e.g. cups with opening ahead and such things). This must be included in the calculations regarding the boats drive.
I propose you here attached an alternative design within your dimension (L 1,0 m x B 0,7 m x H 0,4 m) and targeted weight (30 kg), with a good dose of rocker so that to reduce the immersed transom area and its related drag. I give the hydrostatics for 4 drafts covering displacement from 15,7 to 38 kg. And also a preliminary estimation of the drag and of the power estimation (for D 30 kg) using "SA-VPP power catamaran" application, althought the conditions of validity are not fulfilled (for Froude > 0,4 part of the application). More on the application here : SA-VPP power catamaran | Boat Design Net Anyway, for the drag better knowledge, and before fixing the power to install, I strongly recommend you to test at scale one your catamaran in operative conditions, which should not be very difficult in any standard towing tank or calm water area due to the small size and weight. To note that the preliminary estimation shows a high jump of power from 2 to 3 Knots (Froude 0,33 to 0,49).
I need some offsets for a catamaran hull 65' x 8' tall.
IMAGES
VIDEO
COMMENTS
12m Alloy displacement hull. There have been several variations of this design built in NZ by Alloy Cats. This is a well proven displacement hull cat with a good turn of speed and very good fuel efficiency. Optimum engine size is around 160 hp for a top speed of around 23 knots. A couple of iterations have used larger engines of 270 hp with a ...
The power needed to do 30 knots is about (2) 450 hp or 900 hp. One live example of a displacement catamaran is the HoloHolo on Kauai. See www.holoholocharters.com Its 62' long, weighs about 25,000 lbs, has a pair of 440 hp engines and operates in some of the most severe waters in the US.
We have now designed a large number of displacement power cats exemplifying the "long and slim" approach of powerboat design. The Zenith-47 displaces 13 tons fully loaded, and motors at 20 knots maximum much more economically at 16 knots with only two 122 kw (160 HP) pushing hulls with a 24.5 knot hull speed.
Our first displacement hull powercat. The owner of this cat has had previous experience with small displacement power cats, actually converting an old Tornado sailing cat to a decked in power cat which was a fairly successful project, up to a point, and sowed the seed for a more serious attempt in the future. The hull is a displacement type, 13 ...
Composite semi displacement power cat. Cation High performance sailing catamaran. Explore more Sail Designs Lady Sterling Commercial Ferry. Explore more Commercial Designs Tenacity Displacement power cat. Explore more Power Designs My studio is based in Auckland, New Zealand. I believe that the yachts I design should be beautiful, functional ...
The consensus has been that the best boats for long-distance power cruising were heavy, displacement-speed monohulls. Stephen Weatherley, the founder of Archipelago Yachts, has different ideas. ... Not only did Weatherley have no objections to a catamaran hull, but he also saw additional benefits. Catamarans offer a softer ride than a monohull ...
The ultimate power catamaran that surpasses all others. Built by Robertson & Caine and designed by naval architects Simonis Voogd, the Leopard 53 Powercat marries comfort, performance and ease of handling, delivering an unparalleled blue water cruising experience. This 4th generation vessel features all the attributes that made its predecessors ...
The Aquila 70 can top out at 27 knots (with the optional engines) yet still cover long ranges at slower speeds. Power and maneuverability come from Volvo Penta inboards coupled with joystick control. Carbon fiber reinforcements keep weight down while adding to the yacht's strength. The high bridge-deck clearance allows for even more comfort ...
The Prowler 1360 is a semi-displacement power catamaran design, following a more traditional style in comparison to some of the more modern power designs such as the Growler Series. The bows have been kept quite square and sharp, and the cabin features large wrap around windows and angular styling. The foredeck runs forward to the front of the ...
Roger Hills' evolutionary displacement catamaran design fine tunes a boat with acknowledged outstanding performance for the Australian environment. At 10.2 metre waterline length, the displacement hull technology provides an extraordinary smooth ride. ... With less drag, a higher proportion of engine power goes into driving the boat forward ...
The new Leech 1025 Semi Displacement Power Catamaran incorporates the latest thinking from designer Dan Leech. According to Leech, it is the culmination of ten years of design development and refinement of his semi-displacement power catamaran. Being built in Nelson for an Auckland client, the new design will offer an incredibly soft riding ...
Bali Catamarans, a division of France's Catana Group, is offering a 43-foot power catamaran with a beam a little wider than 23 feet and a draft just under 3 feet. Loaded displacement is approximately 20 tons, with a standard 211-gallon fuel capacity or an optional 422 gallons.
The Prowler 1360 is a semi-displacement power catamaran design, following a more traditional style in comparison to some of the more modern power designs such as the Growler Series. CONTACT US FOR MORE INFO The bows have been kept quite square and sharp, and the cabin features large wrap around windows and angular styling. The foredeck runs ...
The Prowler 1500 is a semi-displacement power catamaran design, following a more traditional style in comparison to some of the more modern power designs such as the growler series. ... SDI Prowler 40 Open/Cruiser is a commercial power catamaran, Available at a very competitive price for a motor-away vessel, the Open layout is ideal for dive ...
The 35 foot aluminum "Twee Schoenen 35" is a displacement power catamaran, having a "tunnel-hull" and modest beam. This design was developed in order to provide a stable platform capable of high displacement speeds, and also capable of long range at lower speeds. Design waterline length is 32.8 feet. Moulded beam is 14 feet.
AmeraCat took the original 27′ Gen1 power catamaran and changed things up a little. We added higher gunnels, more displacement and added more interior space by increasing the beam to 9′. The 27′ Gen2 is great for any recreational or commercial use and can be fully customized to meet your needs. With great handling from this center console ...
20m Performance Sailing Catamaran. 19.8m Displacement Power Cat. 18.5m Performance Sailing Catamaran. 19m Planing Power Cat. 17m Passenger Vessel. ... 10.2m Composite Displacement Power Cat. 10.10m Composite Planing Cat. 9.3m Commercial Charter Fishing Catamaran. 8.6m Alloy Planing Cat. Arrowcat 30.
Design Concept. New Zealand multihull designer Roger Hill designed this long-range displacement power cat for an existing client, whose previous boat was sailing cat, also designed by Roger, who is now ready for some long range adventures around the bottom of the South Island of New Zealand in the Summer and cruising around the Pacific islands during the Winter.
With 15" of draft, displacement is 5616 lbs. I think I did it correct, volume of hull in water (ft cubed) x weight of water (62.4 lbs/ ft cubed). The 2 hulls will share bulk heads. A bulk head at every 2 to 4 feet, can't decide. With 1" flat stock aluminum stringers.
SPIRITED 400 'Power'. The Spirited 400 'Power' is a semi-displacement power cat with sleek lines and light weight structure. For those who like 'turn-key' cruising this highly efficient design is always in readiness for a quick getaway. The slim hulls run easily through the water and provide a very comfortable ride even in rough conditions.
Light loaded displacement - m moc: m moc = 0.8 × m LDC m moc = 5709: The light loaded displacement mass (kg); this is the mass we will use in stability and performance prediction: Beam of sailing catamaran : The beam of a sailing catamaran is a fundamental thing. Make it too narrow, and she can't carry sails enough to be a decent sailboat.
The most compelling argument of all must be this: seasoned monohull boaters are converting to catamarans by the truckload. Many converted former motor yacht owners are now passionate advocates of power catamarans. For experienced yachties demanding performance, the advantages are simply too great to ignore. It is rare to hear of any catamaran ...
I give the hydrostatics for 4 drafts covering displacement from 15,7 to 38 kg. And also a preliminary estimation of the drag and of the power estimation (for D 30 kg) using "SA-VPP power catamaran" application, althought the conditions of validity are not fulfilled (for Froude > 0,4 part of the application). More on the application here :