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Canard Design Pointers
April 1968 American Aircraft Modeler

April 1968 American Aircraft Modeler

April 1968 American Aircraft Modeler Table of Contents

These pages from vintage modeling magazines like American Aircraft Modeler, American Modeler, Air Trails, Flying Aces, Flying Models, Model Airplane News, & Young Men captured the era. I will be glad to scan articles for you. All copyrights hereby acknowledged.

Canard airplanes - those with the horizontal stabilizer forward of the wing - have been around for a long time. In fact, the Wright Brothers' airplanes were canards. They tend to go in and out of style. It seems all of a sudden articles will appear in all the model magazines for a couple months, and then they disappear for a few years until something makes them popular again. For full-size airplanes, it probably wasn't until Burt Rutan came on the scene in the early 1970s with his Varieze (and later the Long-EZ). That started another wave of canard models. Than, as usual, they faded from view. A decade later, the Beechcraft Starship emerged as the first commercial jet canard. The Eurofighter is now the most prominent canard. For a particular configuration to really rule the model airplane scene, it needs to win big at national and international contests. So far, that has not happened. Maybe you are just the guy we have been waiting for to create that new paradigm with canards. Here is some design information that might help you get there. 

Ironically, there is an article on Dick Sarpolus' "big c" canard in this month's Model Aviation (August 2014).

Canard Design Pointers

Looking for something new and different in RC designs? Then add a canard to your must list for '68!

Capt. Ronald VanPutte

Extreme sweep and taper of the canard's wing are evident in photo - Airplanes and Rockets

The extreme sweep and taper of the wing are evident in photo. Foam construction makes it easy, reports the craft's designer.

If you ask yourself, "Why would anyone want to build something as unconventional as a canard?" - then you are missing the point. The main reason for building a canard should be that you want to get out of the rut and do something different.

My interest in canards began when I was looking for a problem to give students in the stability and control course at the Air Force Institute of Technology, Dayton, Ohio. All Air Force officers, they were graduate students in a combined Aeronautical-Mechanical Engineering program. I wanted a problem that was challenging and interesting. The design of a canard airplane seemed ideal. I told my students that if the design looked promising, I would build and fly an R/C model of it before they graduated in mid-March, so they could see the result.

Construction began about a week before Christmas, and the plane was completed in time to be displayed at the Toledo R/C Conference. The first day warm enough for the plane to be flown was March 9. We gave it a try with Don Lowe at the controls. Results were extremely gratifying. The plane had three flights and exhibited no nasty tendencies in normal flight maneuvers. Normal stalls were very gentle. Only bad tendency the airplane has is in a deep stall recovery. On the third flight Don pulled the airplane up steeply, as though he was going to loop it, and suddenly chopped power. It fell through to a near-horizontal attitude, going into a classic falling leaf stall with the wings rocking ± 30 degrees. The airplane would not recover, no matter what Don did. I suspect this condition was caused by an unfortunate combination of planform areas that will not be repeated. To date my canard has successfully flown many times; it is as easy to fly as my Senior Falcon.

Don Lowe, acting canard as test pilot - Airplanes and Rockets

Don Lowe, acting as test pilot, prepares for takeoff on maiden flight. Among interesting features is the short-coupled gear. 

But, what about your canard? With the design points I am going to pass along, every competent R/C builder-flyer should be able to design his own canard. Let's talk briefly about separate parts of the airplane (wing, horizontal stabilizer, vertical fin, fuselage and engine) and then discuss them as part of an integrated design.

There is no reason why a canard's wing cannot be the same as the wing on a conventional model. In fact, if you are crafty, the wing from your Taurus, Kwik-Fli, etc. can be used. The horizontal stabilizer (including elevator) also can be conventional. Or, you may wish to try something different and use an all-movable stabilizer as on my canard. Remember, though, up elevator on a canard makes it pitch down!

The horizontal stabilizer should be about 20% of the area of the wing if it is about the same distance from the wing as a conventional airplane. Make it slightly smaller for longer tail moments and vice versa. Stabilizer should be a little smaller than on a conventional airplane because it will be out of the wing wash and more effective.

The vertical fin (including rudder) will, in general, have to be different. Do not mount it on or near the horizontal stabilizer. A fin is used primarily to provide directional stability to the airplane. It (or they) should be mounted as far behind the center of gravity as possible to be effective. Since the horizontal stabilizer and most of the fuselage are located ahead of the CG, they create a destabilizing effect. Obtaining sufficient directional stability is one of the biggest problems in canard design.

The fuselage will have to be somewhat different, more for esthetic reasons than practical ones. You must admit a Sonic Cruiser fuselage would look pretty silly going backwards. Seriously, the destabilizing effect of a forward fuselage can be alleviated by making it a rather slender boom.

The engine should be operated as a pusher at the rear. If one mounted the engine at the nose, a serious CG problem would result, requiring a large amount of ballast at the rear of the plane. Attempting to operate the engine as a tractor, located on a pylon near the CG, would cause trim changes from engine-on to engine-off. A twin-engine canard with engines on the wing or on pylons to either side of the fuselage and near the CG is certainly practical.

Canard wing measurements - Airplanes and Rockets

Figure 1.

 

Canard wing sweep measurements - Airplanes and Rockets

Figure 2.

 

Canard aerodynamic center measurements - Airplanes and Rockets

Figure 3.

This leaves one with a pusher being the most practical type of propulsion. The problem in using a pusher layout is finding engines that will run backwards or in finding sufficiently large pusher propellers. The largest commercially available pusher prop is a 10-6 nylon (which is a bit small for engines of 51 cu. in. and up). However, I used a 10-6 pusher on a Super Tigre 56 in a 7.5 lb. airplane with reasonable success. The only time the plane lacked power was in the vertical maneuvers.

Now, what about the integrated design? You must put the pieces together so that the airplane is stable and controllable. If you have doubts about how things should be made, control deflection, etc., rely on experience and do what has worked before. This may not sound technically exciting, but it works. General construction techniques are the same in a canard, since all you do is rearrange basic aircraft components.

If you had success building and flying R/C airplanes, the canard design you have in your mind will probably fly if the CG is properly located. The problem is to find the proper location. Let's assume that you have your idea sketched on a piece of paper, and it looks something like Fig. 1.

The first thing you must find is the location of the wing's aerodynamic center. You may use equation 1 to determine X, the distance the wing aerodynamic center is aft of the leading edge of the root chord (in inches). In the equation, R is the root chord (in inches), B is the wing span (in inches), S is the wing area (in square inches), D is the distance between the leading edge of the root chord and the leading edge of the tip chord (in inches) and K is the ratio of tip chord to root chord T/R.

Equation 1:

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Equation 2:

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Equation 3:

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Equation 4:

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Equation 5:

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Equation 6:

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You may easily determine the area of a trapezoidal wing by using equation 2. The mean aerodynamic chord (C) of a trapezoidal wing is determined with equation 3. If your arithmetic is rusty, or you don't understand the equations, the wing aerodynamic center may be determined graphically as follows: Draw an accurate picture of one half of the wing as in Fig. 2. Extend the root chord in both directions an amount equal to the tip chord. Extend the tip chord in both directions an amount equal to the root chord. Draw two lines from the four points as indicated. The two lines will intersect at the midpoint of one of the wing chords. This chord is the mean aerodynamic chord C. Measure toward the leading edge an amount equal to one-quarter of this chord. Project the point you've just located to the fuselage centerline. This is the aerodynamic center of the wing. Both techniques for determining the location of the aerodynamic center of the wing involve approximations but are accurate enough for our purpose.

The author and his rare bird. The design resulted from a problem he gave students at the Air Force Institute of Technology.

Locate the aerodynamic center of the horizontal stabilizer in the same way. Let L, Fig. 3, be the distance between the aerodynamic centers of the wing and stabilizer. Let S be the wing area and A be the area of the horizontal stabilizer. The CG should be located, a distance P, ahead of the aerodynamic center of the wing as shown in Fig. 3, where P is determined by equation 4.

Use of this equation actually places the CG ahead of where it should be for an optimum balance of stability and controllability, but it does guarantee longitudinal stability. After your canard has flown successfully, you may want to move the CG slightly rearward. If it looks as though you can actually get the CG where you want it, you are well on your way. However, if it seems like an impossible location, without adding a lot of ballast, change your design until the CG is in a reasonable spot.

It was mentioned earlier that obtaining directional stability was one of the biggest problems in canard design. For this reason I recommend that the wings on your canard should be either swept or a modified delta shape with vertical fins on the wing tips. Either technique puts the vertical fins well rearward of the CG, a condition mandatory for good directional stability. However, fins located on the tips of even highly swept wings are still not as far back of the CG as vertical fins on conventional craft. Therefore, each vertical fin should be about the size of the vertical fin on a conventional airplane. A good rule of thumb, in deciding how big to make the vertical fins, is equation 5. In the equation, V is the area in sq. in. of each vertical fin, including rudder, and F is the distance from the CG to the center of the vertical tail (in inches). The other terms (S, B) were defined before.

The formula assumes you are using two fins; if you are using only one, multiply the answer by two to get the required area of a single fin. If you insist on a straight wing, make the horizontal stabilizer area about 40% of the wing area in order to move the desired CG well forward, providing more distance between the CG and vertical fins.

Another good rule of thumb in deciding how big to make the horizontal stabilizer, or length of the fuselage, is to satisfy equation 6. All variables are as defined earlier. For a conventional airplane, with a horizontal tail area to wing area ratio of 1:5, this equation says the distance between the aerodynamic centers of the wing and tail should be about 2.5 times the wing mean aerodynamic chord.

An additional reason for using swept or delta wings is that they exhibit a beneficial dihedral effect. When an airplane is in a roll, it tends to side-slip to the inside. Dihedral creates a rolling moment, tending to roll the airplane upright. Swept and delta wings exhibit this characteristic. For example; the wing on my canard has no dihedral, but the 35-degree sweepback provides dihedral effect. An advantage in using a swept or delta wing and no dihedral is that the airplane will exhibit the same dihedral effect when upright or inverted. Still another advantage is a beneficial effect added to the airplane's directional stability.

Incidence angle of the horizontal stabilizer should be about 2-5 degrees greater than that of the wing. The rule, used primarily so that the airplane tends to pitch up when there is zero wing lift, has a good side effect. When approaching a stall, the horizontal stabilizer stalls first and falls through before the wing stalls. This is what makes a canard have gentle stalls.

Choice of landing gear type and location is almost arbitrary. It would probably be a good idea to have the main gear well back to protect the prop. The nose gear can be most anywhere on the fuselage. It could be considered as ballast and moved about to get the CG in the right place.

That's it. I hope you are able to design your own canard after reading this. Let me hear about your success or failure.

 

 

Posted July 26, 2014

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