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Hello All,
I hope this is the correct place to post this series of questions.
If not, then please move it to the proper area.
When working with a Biplane, certain characteristics such as Wing Area are fairly comparable to a Monoplane.
What about Wing Span, Aspect Ratio and Mean Aerodynamic Chord?
What I am looking for is some basic translations between Biplane characteristics and their Monoplane equivalents.
I have already found Max Munk's series of NACA reports but the math is at a level that I have not touched since my college days.
Thanks.
- Ivan.
The Microsoft Flight sim did not model biplanes directly in their aerodynamic equations. I did a few biplanes using mostly an iterative approach, adjusting the flight characteristics till the closest approach was made to observed results.
Generally lift for a given airfoil shape was higher due to acceleration of flow between the wings, induced drag was higher because of the low aspect ratio and drag higher from all the hardware needed to support two wings. Strength and roll rates can be quite good!
When sufficient construction materials and design was available, monoplanes had better speed, giving the tactical advantage of engaging and disengaging.
Maybe my mind is getting tired, but I can't quite get what you are asking.
Biplane wing spans, in general are going to be shorter/smaller because with two wings you can get a lot of wing area in a short span.
Gloster Gladiator had 323 sq ft with a 32'3" span. but the aspect ratio and Mean Aerodynamic Chord seem to be pretty normal. Two 161 sq ft wings?
other biplanes used different sized wings but the aspect ratio and plane form aren't going to be very far from "ordinary" most of the time.
The Microsoft Flight sim did not model biplanes directly in their aerodynamic equations. I did a few biplanes using mostly an iterative approach, adjusting the flight characteristics till the closest approach was made to observed results.
Generally lift for a given airfoil shape was higher due to acceleration of flow between the wings, induced drag was higher because of the low aspect ratio and drag higher from all the hardware needed to support two wings. Strength and roll rates can be quite good!
I believe the aspect ratio of the wing would be calculated the same.
A Gloster Gladiator would have wings of about 6.4-6.5 aspect ratio. Aspect ratio helps determine things like spanwise airflow.
Unless the wings are close enough together that the airflow from one affects the airflow of the other Then the practical difference is going to be very small.
The Gladiator is easy because the wing are of equal (or nearly equal) size and shape and don't have much stagger.
When you get into sesquiplanes (lower wing is much smaller) things may change. I don't know.
View attachment 534909
ANd you had Biplanes with both forward and negative stagger.
View attachment 534910
The chord of the wing has nothing to do with the span really. The chord is the width of the wing. The upper wing in normal maneuvering is somewhat in "ground effect" with reduced induced drag. The flow does accelerate between the wings. This effect is well known in sail boats that use a large fore sail known as a Genoa or a "Jenny" where the flow acceleration between the Jenny and the main sail provides much greater propulsive power (lift). Perhaps one might make a first order approximation via taking the sum of the wing properties and applying some "fudge factor" for the proximity of the upper and lower wings.
I think that there are too many variables to arrive at a simple mathematical model.
I believe the aspect ratio of the wing would be calculated the same.
A Gloster Gladiator would have wings of about 6.4-6.5 aspect ratio. Aspect ratio helps determine things like spanwise airflow.
Unless the wings are close enough together that the airflow from one affects the airflow of the other Then the practical difference is going to be very small.