• 专利附录
  • 专利说明
  • 权利要求
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    • 专利摘要:
    The space shuttle with rockets in lever radius, is a system formed by a structure that has, in its basic version, two horizontal axes (2, 4) and four vertical axes (3). In the center of this structure we will put the spacecraft (1), and, at the ends of the horizontal axes (2, 4) we will put the rockets (5, 6), in lever radius, which will greatly increase the force that they can develop, and, much more than the weight of the rockets increases because of the distance to the center of the structure. (Machine-translation by Google Translate, not legally binding)
    公开号:ES2623354A1
    申请号:ES201600049
    申请日:2016-01-11
    公开日:2017-07-11
    发明作者:Fº JAVIER PORRAS VILA
    申请人:Fº JAVIER PORRAS VILA；
    IPC主号:
    专利说明:

    DESCRIPTION

    Space shuttle with rocket in lever radius.

    Object of the invention 5

    The main objective of the present invention is to form a shuttle that, by taking advantage of the Horizontal Axis Lever Radius (2, 4), which distances the Rockets from the Spaceship (1) that we will place in the center of the structure formed by said Horizontal Axes (2, 4) and Vertical Axes (3) -, the Force of the 10 Rocket, when activated, will be multiplied by the length of the Lever Radius, which will greatly increase its Strength and its load lifting capacity.

    Background of the invention
     fifteen
    The main antecedent of the present invention is the Archimedes Principle of the Lever Radio. The other elements are known, both the Spacecraft (1), and the Rockets (5, 6), and, the Axes (2, 3, 4) that form the structure.

    Description of the invention

    The space shuttle with the rockets in lever radius is the system formed by two or more horizontal horizontal axes (2, 4), which are crossed by other vertical axes (3), also metallic, which give them consistency and fix the structure . In the center of the Horizontal Axis (2, 4) the Spaceship (1) will be located, and, at the ends 25 of these same Axis (2, 4), -a distance as much as the Lever Radius allows -, the two or more Rockets (5, 6) will be fixed, which will be filled with fuel. The Spaceship (1) may also be fixed, as usual, in another central Rocket. The structure may be like the one presented in Figure 1, or, otherwise, it may form a triangle, or, a square, at whose vertices the three or four 30 Rocket (5, 6) will be placed. And, the Ship (1) will be fixed to the structure in the center of the triangle, or, in the center of the square. The Rockets (5, 6) will be the main engines of this Shuttle in lever radius, while they will use liquid fuel. However, otherwise, Electric Motors, with large propellers, can be used that will take advantage of the virtues of the Archimedes Lever Radius to add the Force granted by the 35 length of the Horizontal Axes Radius (2, 4). Date of the invention (08.01.16).

    Description of the figures

    Figure nº 1 Perspective view in which the shuttle in lever radius has already taken off from Earth. At the ends of the Horizontal Axes (2, 4), the two Fuel Rocket, or the Electric Motors of the Propellers, are located in Radio de Palanca. In the center of the Horizontal Axis (2, 4) the Spaceship (1) is fixed.

    Figure 1: 45

    1) Spaceship

    2) Anterior horizontal axis
     fifty
    3) Vertical axes

    4) Rear horizontal axis

    5) Left rocket

    6) Right rocket

    Description of a preferred embodiment 5

    The Space Shuttle with the rockets in lever radius, is characterized by being a system formed by a structure that has, in its basic version, two Horizontal Axes (2, 4) and four Vertical Axes (3). In the center of this structure we will put the Spaceship (1), and, at the ends of the Horizontal Axis (2, 4) we will put the 10 Rockets (5, 6), in Lever Radio, which will greatly increase the Strength that can develop, and, much more than the Rocket Weight (5, 6) increases because of its distance from the center of the metal structure where the Spacecraft (1) will be located. If we calculate what increases the Weight of the Rocket (5, 6), full of fuel, by putting them in Lever Radius, with respect to what will increase the Force 15 with which they will lift to the Ship (1) because of that same distance from the Lever Radius of the Horizontal Axes (2, 4), we will observe that, as the Rocket Force (5, 6) is always much greater than their Weight, when multiplying said Force by the Radius of Lever, its value will always increase much more than when we multiply the Rocket Weight (5, 6) by said Lever Radius. twenty

    We will assume, in one example, that the Rocket's Weight of origin (5, 6) is (10) Tons each. By putting them at a Distance, -in Radio de Palanca, because this structure becomes something like the arms of a Balance, in which the Ship (1) is the fulcrum of it-, when putting them, he said, to a Distance of (10) meters from the center of the structure (2, 3, 4), its Weight in Lever Radius will increase to the value of (100) Tons:


     30
    If we now calculate what increases the Strength of these same Rockets (5, 6) by placing them at the same Distance of (10) meters from the center, we will observe that, if their original Force is (600) Tons, their Strength in Radio of Palanca will be (6,000) Tons:
     35


    The second fact that we will have to calculate now, will be to think that the Upward Force that these Rockets will promote in Lever Radio will be (6,000) Tons, to which the Force of the Weight will have to be subtracted, which will have the opposite direction, - or 40, down-, which will offer the value of:

    While, if we put the Motors in the center of the structure, the Differential Force will be, only, of: We observe, in this way,
     Four. Five
    that the Strength Gain of these Rockets (5, 6) in Lever Radio, with respect to their Weight, also in Lever Radio, when we put the Rocket (5, 6) in Lever Radio, is more than obvious, because, if we put them in the center of the structure, their Strength will be ten times less than if we put them at the ends of the Axes
    Horizontal (2, 4). Otherwise, the calculation that I suppose that has always been done, is the one that calculates the Reason between Strength and Weight, in both cases ... and, if we do so, we will not find any difference, because it will offer the same result was the division of the Force and the Weight of the Rocket without Lever Radius, as the division of the Force and the Weight of the Rocket in the Lever Radio. In both cases, the result will be (60) 5 Tons:
    image 1

                                                                             However, as we have just observed,

     10
    This calculation is not the right one, because what it is about is a Subtraction between the Force Gain that pushes up, and, the Weight Gain that pushes down. And, now, to this calculation made on only one of the Rockets, we add the fact that these are two Rockets (5, 6), which will still increase, almost double, the Strength Gain upwards: 15



    More specifically, if the Total Force upwards, when the two Rockets (5, 6) are in the center of the structure, it is (1,180) Tons, which they will have when 20 are in Lever's Radius, it will be ( 11,800) Tons, which will obviously allow to lift ten times more load ... Or, otherwise, to lift the same load, the Lever Radius will reduce the amount of fuel it will take to deploy the same Force upwards .
    25
    权利要求:
    Claims (3)
    [1]

    1. Space shuttle with lo.t rockets in lever radius, characterized by being a system formed by two or more horizontal horizontal axes (2, 4), which are crossed by other vertical axes (3), also metallic, which form a structure. In the center 5 of the Horizontal Axis (2, 4) the Spaceship (1) will be located, and, at the ends of these same Axis (2, 4), -a distance as much as the Lever Radius allows -, the two or more Rockets (5, 6) will be fixed, which will be filled with fuel. The Spaceship (1) may also be fixed on another central Rocket. The Rockets (5, 6) will be the main engines of this Shuttle in lever radius, while they will use 10 liquid fuel.

    [2]
    2. Space shuttle with rockets in lever radius, according to claim one, characterized by being a variant for the metal structure of Horizontal and Vertical Axes (2, 3, 4), which may form, -if we observe it on the ground -, 15 also a triangle, or, a square, -or, any other geometric figure-, and, in the vertices of the edges the three, four, or, more Rocket (5, 6) will be put. The Ship (1) will be fixed to said structure in the center of the triangle, or, in the center of the square, etc ...

    [3]
    3. Space shuttle with the rocket in lever radius, according to claim 20 first, characterized in that, instead of putting Fuel Engines, we will put Electric Motors. Electric Motors will have Propellers.
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