I'm not great at physics and have no knowledge of aeronautics, so this whole chain of reasoning might be wrong.
A plane stays in the air because air is moving over the wings, which generates lift. However, that air is moving because the engine is moving the plane forward. There is no other source of energy. Therefore, some of the engine's energy is going into keeping the plane in the air, and some is going into accelerating it forwards, or keeping it at the same speed (fighting air resistance).
Therefore, if the plane points straight up, the engine should be able to support it hovering in the air. If it didn't have enough power to fight gravity when pointing straight up, it wouldn't have enough power to fight gravity when moving horizontally, either.
(Okay, some older engines only worked in certain orientations, but I don't think that's a problem for jet aircraft, or any aircraft built after WWII.)
Think of a truck that sits on a street that is going slightly uphill. There is no way that you and your buddy could lift that truck straight up in the air. But you can relativily easy push it uphill. In the end the truck is going up.
Now, what's the physics behind that and how does it relate to planes? Well, you don't have to lift the entire car when pushing. Most of the force from gravity is resisted by the ground. You only have to push against the much smaller horizontal component that tries to push the car downhill.
With planes you basically just replace "ground" by "lift". So instead of tires pressing against the ground, you have wings pressing against the air. And a jet engine instead of two guys pushing.
Basically a plane's engines are pushing the plane up a hill made of air.
It’s about lift generation and gravity. Planes stay aloft because of the lift generated. So plane takes off near horizontal, with engines creating thrust in a near horizontal vector. The shape of the wing, combined with the near horizontal thrust vector creates lift, which is perpendicular to the thrust vector, and is what exceeds the pull of gravity, so you climb, while also moving forward. Depending on how you angle the wing, you change that lift force/vector so you can climb, fly level or decend.
If you angle a conventional plane vertically, it will still generate “lift” but that lift will be angled perpendicular to to gravity force. In reality, the plane “stalls” before vertical—this stalling means the wind angle has gone beyond where it can generate enough lift to keep the plane level or climbing. Simply put, most aircraft engines are completely insufficient to escape gravity on their own, they’re using a mechanical advantage via wing generated lift to stay up.
Space rockets use an immense amount of force to escape the atmosphere, they’re basically using a direct vector force to cancel out and exceed gravity, as well as friction. This requires fairly mind boggling amounts of fuel (energy) to do, which is why pounds of cargo capacity are extremely limited.
A VTOL aircraft that has thrust vectoring, can aim thrust down vertically to rise off the ground vertically for a period of time, and then rotate the thrust to the rear to enter into standard lift based flight. I don’t know this exactly, but I suspect the vertical portion of the VTOL sequence is much more energy intensive than the horizontal portion.
Helicopters are neat because they generate vertical lift, but that rotor plane is also capable of behaving like a wing, allowing them to mimic some aspects of fixed wing flight. For instance, if your engine does, you can use autorotation (basically as you fall, it spins the rotors, and you get wing lift so you can “glide” in to land safely).That said, helicopters are less efficient than a fixed wing, which is why if you fly across the country you’re in a large plane, not a helicopter.
I’m sure there are scientific details I’m missing here, but that’s my layman’s understanding of why you can’t point a standard aircraft vertically and fly straight up.
It’s because of the “lift to drag ratio”. Airplanes in level flight at ordinary speeds generate about 15x as much lift as drag meaning if the engine spends 1 unit of work moving the plan forward, the wings give 15 units of work* upwards. So flying level needs about 1/15th the engine power of going straight up. (I’m using “work” very sloppily here, not in a precise physics sense.)
You can see this in sailboats too, which can travel faster than the wind when they’re sailing at an angle to the wind. Efficient boats travel faster when they’re going almost perpendicular to the wind, not straight downwind! This is because the “lift” of the sail pulling the boat forward even more strongly than the push of the wind in the downwind direction.
While I can’t give an intuitive explanation for why this is, there’s a very easy demonstration that it’s true: kites. If a kite had a lift-to-drag ratio of 1, then it would fly at 45° up. It would fly 50 meters downwind of you when it’s 50 meters up. But any decent kite can fly at a much steeper angle than that; sometimes they look like they’re right over your head! That’s because with a lift to drag ratio of e.g. 10, the 1 unit of drag gives 10 units of lift; if it’s 10 meters downwind it will be 100 meters high.
There's nothing wrong with your reasoning, it just doesn't account for all of the factors involved. There is a big difference in efficiency between using the forward movement of a wing to provide lift and using direct propulsion pointed downward. There are a few planes that have a greater than 1:1 thrust to weight ratio (the F-15 being the most famous), but it is rare. Fixed wing aircraft and helicopters are all able to fly with less power because what they have is being used more efficiently.
This part is half-right: the work of the engine is going to accelerating the plane forward, or (when thrust and drag are in equilibrium) maintaining the current velocity.
But in level flight, the engine is not "keeping the plane in the air" - it is impossible for it to contribute to lift directly because it's force vector is 90 degrees from the lift vector.
Therefore, some of the engine’s energy is going into keeping the plane in the air, and some is going into accelerating it forwards, or keeping it at the same speed (fighting air resistance).
This is where you make an unsupported leap:
Therefore, if the plane points straight up, the engine should be able to support it hovering in the air. If it didn’t have enough power to fight gravity when pointing straight up, it wouldn’t have enough power to fight gravity when moving horizontally, either.
A car can accelerate horizontally because its engine can rotate its tires to apply horizontal force due to friction and mechanical advantage; does that mean it can drive straight up a wall? Of course not (outside of some specialized bouldering vehicles). The engine lacks the power to lift the car straight up, and the tires lack the grip to hold on to a vertical surface. The drivetrain is designed for efficient road cruising, not high power and grip
It's the same for aircraft, generally: a given engine usually has enough power to accelerate the aircraft horizontally, and applies this through some kind of prop or jet rotor. But this combination is tuned for efficient cruising, not vertical climbing. The engine won't provide enough power, and the prop can't move enough air, to sustain vertical flight indefinitely.
"But Sleet01," you cry, "helicopters exist!" Just so! They trade cruise efficiency for vertical thrust by greatly increasing the size of the prop, increasing the mechanical advantage so that less engine power is needed to hover or climb vertically. That's like putting 4" wheels covered in suction cups on your car - now it can go straight up, but you can't go very far or very fast!
"But Sleet01," you exclaim, "F-15s exist and can fly vertically almost to space!" Indeed they do, but in order to fly an F-15 vertically you need to burn immense amounts of fuel, almost 400 gallons per minute. That's like putting two turbo V8s in your Jeep - now you have the power to go vertical, but only for a couple minutes!
I think the question is more about, "Why is it that a jet pushing a wing horizontally such that the wing deflects air downwards is so much more efficient than cutting out the middleman and simply having the jet push downwards.", because it seems at first like the wing is magically creating energy out of nowhere.
The answer might be easier to understand in terms of leverage. A wing acts kindof like a lever, it converts a small amount of force applied at one point & direction (drag), into a larger amount of force in a different point&direction (lift).
The wing, because it is wide, is able to gently redirect a LOT of air downwards at a low speed. In this way, a small amount of fast air (high energy, low momentum) is able to cause a large amount of slow air (slightly lower energy, much higher momentum) to move.
Thank you. This is the answer I was looking for. I understood wings as a means to convert forward airspeed into vertical force, and they are, but I didn't consider that there could be mechanical advantage. (and, of course, I didn't realize that's what I was confused about.)
« Therefore, if the plane points straight up, the engine should be able to support it hovering in the air. If it didn't have enough power to fight gravity when pointing straight up, it wouldn't have enough power to fight gravity when moving horizontally, either »
Well no, even if some engines are able to climb almost straight up (F-16 I believe) it is only for a few military aircrafts in specific configuration (light load) and not for a very long time. As you climb higher the air is less dense so the engine have less air to push.
Helicopters somewhat do that but they fly lower altitude and doesn’t have the same rotor size.
Even if such engines would exist, the power needed to achieve that thrust would be always around 100%, so very bad for fuel consumption, noise and engine life.
But more simply, imagine it that way : It’s easier for you to climb on a small incline instead of 90 degrees up on a rope. And if you are able to climb straight on a rope, how long can you do it in comparison with a nice uphill walk ?
In military jets that can fly vertically, it's because the engineers prioritize performance and capability over efficiency. Passenger planes prioritize efficiency over acrobatic ability.
I too am not knowledgeable about aerodynamic myself but my educated guess is because of efficiency. Moving horizontally , energy is conserved by lift. You would need more energy over longer periods of time to fly vertically which is why planes stall when they try to climb to high to fast. Also the higher up you go the thinner the air meaning you would need combustion to get any higher at some point as there would not be enough air to push to keep you up.
The plane staying in the air is due to lift. Lift is generated by the wings in a traditional aircraft. To generate that lift, air has to be moving over the wings at a particular rate.
Now consider this: in a car, train, etc., you can slowly accelerate up to a given speed. The smaller the engine, the longer it takes to accelerate up to speed X. The same is true in aircraft. Once the aircraft moves fast enough, the wings will produce enough lift to raise it.
For an aircraft engine to produce enough lift to lift the plane vertically is a different matter entirely. Because the wings are no longer producing lift, the propellers (assuming not a jet, but principles are the same) have to be the source of lift. Note that propellers themselves are little wings that produce lift from air flowing over them, but not the same amount of lift as larger wings.
tl;dr: an aircraft engine generally only needs to produce thrust to move the aircraft laterally quick enough so that the wings produce the lift. Without the wings, the math changes drastically.
You basically already answered it yourself. The wings provide the lift needed to overcome gravity. The wings can provide this lift because the plane is moving through the air, which it does via the engines propelling it forward. At a certain velocity enough lift is generated to overcome gravity and the plane can take off.