I'm often asked the question: "What is the optimum sculling oar length for this or that of Your boats?"
I have two answers:
A suitable sculling oar length for any boat is two times the beam at the oarlocks.
This rule is excellent in that it is very easy to apply and equally easy to
Besides, it gives very good results.
If You are buying for oars, and no exact standard length exists, choose the next shorter one.
To cut a long story short... In the end this story will boil down to:
And the same in metric:
But let's go all the way...
Oar length calculations can be based on two figures:
Once You have figured out good values for both, the oar length can be calculated as:
oar length = ( 1 + gearing ) * inboard length
Let's start with oar gearing.
The gearing is calculated by dividing the outboard length of
an oar by its inboard length. Or the ratio between outboard length
and the inboard length.
The borderline between the inboard and outboard being the oarlock.
Yes, yes, yes! Of course this is a simplification. The forces aren't
really applied to the very ends of the inboard and outboard, but some
distances towards the oarlock. And these distances probably vary throughout
the sculling stroke, and from stroke to stroke.
But this is not a place for rocket science! Simplification will get us close enough to the moon.
If You want to read the more complete and complicated story, read the Atkinsopht Rowing Computer Research pages.
An oar can be thought of as a lever, pivoted at the oarlock. If You apply force to one end of a lever, the lever transforms this force to another force at the other end of the lever. Similarly, if You move one end of a lever by a distance, the lever transforms this distance to another distance at the other end.
When You pull on the oar handle, the oar transforms Your pulling force to the outer end of the oar. The force at the outer end is Your pulling force divided by the gearing.
And the distance the outer end of the oar travels, is the distance You pulled the handle multiplied by the gearing.
What are the considerations behind these forces and distances?
So what happens at different values of the gearing?
At low gearing, a short oar outboard compared to the inboard:
At high gearing, a long oar outboard compared to the inboard:
Obviously, there has to be some kind of optimum "somewhere between".
And equally obviously, there cannot be a single optimum.
There might be a single optimum for a given person, for the given boat, for the given wind conditions, for the given wave conditions and for the given journey.
But all of these change from time to time and place to place in real life.
Not in Olympic class racing, however. There water is always flat, wind is neglicible, courses are straight and distances fixed.
Note: this is a big difference between racing and recreational rowing!
But luckily, human beings are extremely adaptable.
And not all "optimums" are "sharp".
By this I mean, that there may be cases where if the "optimum" means 100 % performance, the "slightly less than optimum" may only mean 20 % performance.
But luckily in many real life situations, and oar selection is one of them, the "the less than optimum" may mean 90 % performance. Which is pretty good even compared to the full 100 %.
So don't worry much :-)
As it happens, a good "optimum" gearing seems to be in the range 2.5 to 2.7.
This seems to be the range where different rowers, irrespective of rower power, can attain the best boat speed with given rowing power.
The lower end of the scale works better for less powerful and/or smaller rowers, as well as in windy and wavy conditions.
A stronger and/or bigger rowers, and in calm and flat conditions might choose a gearing at the upper end of the scale.
It might not even be a bad idea to have two sets of gears for the journey. One
with lower, one with higher gearing.
One to take You there against the wind.
One to take You back with the wind.
You may ask: "If this might be a good idea, why hasn't this been used on traditional fishing boats for centuries?"
Well, they sailed whenever wind was with them. Only rowed against the wind.
Or they avoided all complications, and all extra gear onboard.
Or it is not such a good idea, that anyone would bother ;-)
The optimum inboard length, the distance between the oarlock and the oar handle tip, again, depends on two concepts:
A human being is designed to pull, with hands that is, towards her/his body.
Because oars are hinged at oarlocks, the handle trajectories form arcs of a circle.
If oar handles are apart in the middle of the pull, the end of the
pull turns away from the rower's body.
This can be overcome to at least some extent by overlapping the handles at the middle of the pull.
If the rower has longer reach, i.e. longer pull, due to a sliding seat or longer arms...
...the overlap in the middle of the pull needs to be more to bring the end of the pull towards the rower.
In addition to improved pulling efficiency and comfort there are at least two other things in favor of oar handle overlap:
What is an optimal amount of overlap?
Racers may and do use more, but in recreational rowing I'd say 4" to 6" (10 cm to 15 cm) is optimal.
So what's the inboard length, then?
Since both oar handles overlap, half of the overlap comes from either one of them. The inboard length is thus half of the beam plus half of the overlap.
The oar efficiency at close to right angles to the boat is highest, as one might intuitively guess.
Because of this, longer oars are more efficient. A greater proportion of their travel during a sculling stroke takes place at close to right angles to the boat: the most efficient range.
The figure below illustrates this point. With the same pulled distance (limited by the rower's measurements and measurements of the boat), and same gearing, a long oar (red) stays closer to right angles to the boat than a short oar (green).
Also it is obvious from the picture that the effective (in the direction of boat movement) distance moved by the oar blade is shorter with a short oar, if the pull distance and gearing are the same.
The real-life situation is still worse for the short oar: it is likely that a rower could not pull along the lines in the drawing. The rower would sit at the very left edge of the drawing. He or she coud not pull the same distance with a short inboard than with the long inboard, so the outboard end distance would be further clipped.
Thus, long oars, long inboards, rule.
Good to know that oar efficiency is not in contradiction with rower efficiency
Oar handle overlap, that is!
So far we've concluded that:
oar length = ( 1 + ( 2.5 to 2.7 ) ) * ( half the beam + ( 2" to 3" ) )
Select a high gearing for rowing in calm weather and flat water, or for strong rowers. Select a low gearing for rowing in wind and waves.
Select a low overlap, if Your reach is short to normal. Select a high overlap if Your reach is long. I.e. You have long arms and back, or a sliding seat.
Here are graphs of four gearing/overlap pairs calculated over a wide range of boat beams:
These graphs should be sufficient for almost any boat and situation :-)
And the same in metric:
Not to claim that this is the whole truth and nothing but the truth, let's see what other sources say.
I couldn't really find anything original in addition to this...
Let's see how these rules compare:
And the same in metric:
I'm sure all rules given here are sensible, have been used extensively,
and produce good oars.
So there's quite a choice. Just pick one.
Although... I would never go as short as the 0.5*B*3+6" rule indicates...