KR102111986B1 - Parabolic processing apparatus and method in a parabola game - Google Patents

Abstract

The present invention relates to an apparatus and method for processing a parabola in a curved game, and more specifically, to generate a parabola based on the touch position information input by the touch position information input unit, a vertex parabola passing the input touch position as a vertex Calculates an angle, calculates a falling parabola angle that corrects an input touch position to a position on a falling curve by adding a correction angle based on a parabola passing through the calculated vertex, and the calculated force and angle of the falling parabola are curved The present invention relates to a parabolic processing apparatus and method in a curved game that determines whether a game is a valid value and acquires a force and an angle to draw the parabolic graph when it is valid.

Description

Parabolic processing apparatus and method in a parabola game

The present invention relates to an apparatus and method for processing a parabola in a curved game, and more specifically, to generate a parabola based on the touch position information input by the touch position information input unit, a vertex parabola passing the input touch position as a vertex Calculates an angle, calculates a falling parabola angle that corrects an input touch position to a position on a falling curve by adding a correction angle based on a parabola passing through the calculated vertex, and the calculated force and angle of the falling parabola are curved The present invention relates to a parabolic processing apparatus and method in a curved game that determines whether a game is a valid value and acquires a force and an angle to draw the parabolic graph when it is valid.

A technology base for playing games by running game programs on various types of terminals, including mobile terminals, has been provided.

These technologies are provided in a storage medium such as a technology for receiving and executing a game program based on a wired or wireless network, a technology for receiving and storing a game program in a file format based on a wired or wireless network, and an optical recording device. A wide variety of technologies are provided, ranging from technology to run game programs.

On the other hand, in the case of the conventional fortress mobile game, when the game player performs a touch input, for example, press, drag, release, etc., a parabola should be output on the screen according to the mobile environment. Should be calculated.

At this time, if the force is not calculated, difficulty occurs in graphing the parabola at the current angle.

For example, the target above the head can only be shot by shooting at an angle of 90 degrees, but if you apply a fixed angle of 45 degrees, you cannot hit it with any force, so in this case, increasing the angle value until the parabolic formula is established The angle value of should be calculated.

Conversely, if the angle is calculated from a fixed force, two angles can be obtained, one passing the target point while passing down the vertex at a high angle, and the other passing the target point before passing the vertex at a low angle.

However, in the case of the conventional fortress, it is highly likely that shooting at an angle as high as possible avoids an obstacle.

However, since the character itself has an angle limitation, the calculated angle collides with the angle of the actual character, and frequently unfired cases occur, and if the target point changes in real time, the angle change becomes noticeable and the game player can feel awkward. There will be.

Accordingly, in the present invention, a parabola is generated based on the touch location information input by the touch location information input unit, but an angle of a peak parabola passing the input touch location as a vertex is calculated, based on the parabola passing through the calculated vertex. A parabolic angle is calculated by adding a correction angle to correct the input touch position to a position on the falling curve, and determining whether the calculated force and angle of the calculated parabola are valid values in the game of the incidence game and, if valid, the corresponding parabola graph It is to propose a parabolic processing apparatus and method in a crooked game to acquire the force and angle to draw.

Republic of Korea Patent No. 10-1672450 (2016.11.04)

Therefore, the present invention has been proposed in view of the problems of the prior art as described above, and the object of the present invention is to generate a parabola based on the touch position information input by the touch position information input unit, but the input touch position is a vertex. Calculate the angle of the parabolic passing through, calculate the falling parabolic angle to correct the input touch position to the position on the falling curve by adding a correction angle based on the parabolic passing through the calculated vertex, calculate the force of the falling parabola and It is to obtain the force and angle to draw the parabola graph when it is valid by judging whether the angle is a valid value in the game.

In order to achieve the problem to be solved by the present invention,

Parabolic processing apparatus in a curved game according to an embodiment of the present invention,

A touch location information input unit 100 for receiving touch location information touched by a finger by a game player and location information on a screen from which a finger is released;

Generates a parabola based on the touch location information input by the touch location information input unit, calculates a vertex parabola angle passing the input touch location as a vertex, and adds a correction angle based on the parabola passing through the calculated vertex. By calculating the falling parabolic angle to correct the input touch position to the position on the falling curve, determine whether the calculated force and angle of the calculated falling parabola are valid values in the game of incidence and, if valid, draw the parabolic graph. It comprises the parabolic control unit 200 to obtain the angle, thereby solving the problems of the present invention.

On the other hand, the method of processing a parabola in a curved game according to an embodiment of the present invention,

Through the touch location information input unit 100, a touch location information receiving step (S100) for obtaining touch location information touched by a finger by a game player,

The parabolic control unit 200 acquires touch location information from the touch location information input unit 100 and vertices to calculate a peak parabolic angle and force by inverting the angle and force of a vertex passing the input touch location information to a vertex Parabolic angle calculation step (S200),

The parabolic controller 200 adds a correction angle to the angle of the parabola passing through the calculated vertex to drop the new parabola to calculate the angle and force of the new falling parabola where the inputted position information exists on the position to draw the drop curve passing through the vertex. Parabolic angle calculation step (S300),

The parabolic control unit 200 acquires the touch release location information for acquiring the location information on the screen where the finger is released by the touch release event of the game player (S400),

By including the parabolic control step (S500) to obtain the force and angle to draw the parabolic graph when it is valid by determining whether the calculated parabolic force and angle of the calculated parabolic force is a valid value in the curved game , To solve the problems of the present invention.

Parabolic processing apparatus and method in a game in a crook according to the present invention having the above configuration and action,

Generates a parabola based on the touch location information input by the touch location information input unit, calculates a vertex parabola angle passing the input touch location as a vertex, and adds a correction angle based on the calculated parabola passing through the vertex It calculates the falling parabola angle that corrects the inputted touch position to the position on the falling curve, and determines whether the calculated force and angle of the calculated falling parabola are valid values in the curved game. By acquiring, the target point is set as the vertex to calculate both the angle and force, so the point cannot be graphed with the current angle, which is a problem when the force is not calculated, and the character itself has an angle limitation. Because the calculated angle collides with the angle of the actual character, cases that are not fired frequently The target point is generated by providing large, the effect of the change in the angle is changed in real time noticeably game players, such as removing the point where you can feel the awkwardness.

1 is an overall configuration diagram of a parabolic processing apparatus in a curved game according to an embodiment of the present invention.
2 is a block diagram of a parabolic control unit of a parabolic processing apparatus in a curved game according to an embodiment of the present invention.
3 is an overall flow diagram of a method of processing a parabola in a game of warp according to an embodiment of the present invention.
FIG. 4 is an exemplary view of calculating and outputting a force and angle of a parabola having a touch input position as a vertex by a parabola controller of a parabola processing apparatus in a curved game according to an embodiment of the present invention, and outputting it to the screen. The inputted position by adding the correction angle delta is an exemplary view that calculates the force and angle of the parabola on the falling curve and outputs it to the screen. FIG. 6 is an exemplary view of the screen recalculated to the changed input position through touch drag. 7 is an exemplary view showing a screen of effective numerical values of parabolic forces and angles.
8 is an exemplary view showing a parabola for finding a force to a target point by fixing an angle, FIG. 9 is an exemplary view showing two angles passing the same target point with a fixed force, and FIG. 10 is a parabola example diagram showing a target point as a vertex to be.
11 is an exemplary view showing a parabola added with a delta angle that is a correction angle by a parabola controller of a parabolic processing apparatus in a curved game according to an embodiment of the present invention, and FIG. 12 is a source of a target point aiming formula to which an actual formula is applied It is an example diagram showing the code.

In order to solve the problems of the present invention, the parabolic processing apparatus in the inventor game,

A touch location information input unit 100 for receiving touch location information touched by a finger by a game player and location information on a screen from which a finger is released;

Generates a parabola based on the touch location information input by the touch location information input unit, calculates a vertex parabola angle passing the input touch location as a vertex, and adds a correction angle based on the parabola passing through the calculated vertex. By calculating the falling parabolic angle to correct the input touch position to the position on the falling curve, determine whether the calculated force and angle of the calculated falling parabola are valid values in the game of incidence and, if valid, draw the parabolic graph. Characterized in that it comprises a parabolic control unit 200 for obtaining the angle.

At this time, the parabolic control unit 200,

Vertex parabolic angle calculation module 210 for calculating the vertex parabolic angle and force by inverting the angle and force of the vertex parabola passing the input touch position information to the vertex by acquiring the touch position information input by the touch position information input unit 210 ;and

Calculate the angle and force of the new falling parabola where the inputted position information exists on the position to draw the falling curve passing through the vertex by adding the correction angle to the angle of the parabola passing through the vertex calculated by the vertex parabolic angle calculation module 210. Drop parabolic angle calculation module 220 for; and

A touch release location information acquisition module 230 for acquiring location information on the screen where the finger is released by the touch release event of the game player; and

And a parabolic determination module 240 for obtaining a force and angle for drawing the parabolic graph when it is valid by determining whether the calculated force and angle of the falling parabola are valid values in the curved game. .

On the other hand, the parabolic processing method in the game of warp,

Through the touch location information input unit 100, a touch location information receiving step (S100) for obtaining touch location information touched by a finger by a game player,

The parabolic control unit 200 acquires touch location information from the touch location information input unit 100 and vertices to calculate a peak parabolic angle and force by inverting the angle and force of a vertex passing the input touch location information to a vertex Parabolic angle calculation step (S200),

The parabolic control unit 200 adds a correction angle to the angle of the parabola passing through the calculated vertex, and a drop for calculating the angle and force of the new drop parabola where the inputted position information exists on the position to draw the drop curve passing through the vertex Parabolic angle calculation step (S300),

The parabolic control unit 200 acquires the touch release location information for acquiring the location information on the screen where the finger is released by the touch release event of the game player (S400),

The parabolic control unit 200 includes a parabolic determination step (S500) for obtaining the force and angle of drawing the parabolic graph when it is valid by determining whether the calculated force and angle of the calculated parabola are valid values in the curved game It is characterized by.

Hereinafter, a detailed description will be given through an embodiment of a parabolic processing apparatus and method in a curved game according to the present invention.

1 is an overall configuration diagram of a parabolic processing apparatus in a curved game according to an embodiment of the present invention.

As shown in Figure 1, the parabolic processing apparatus 1000 in a curved game according to an embodiment of the present invention is largely characterized by comprising a touch position information input unit 100 and the parabolic control unit 200 do.

The parabolic processing device in the curved game is composed of a computing device having a central processing device, memory, communication means, and input means, such as a player terminal, for example, a smart phone, a PC, or a tablet PC, so that the game player can play a parabolic game. It is a device that can drive a game client that allows you to enjoy.

At this time, the touch location information input unit 100 performs a function for receiving touch location information touched by a finger by a game player and location information on a screen where a finger is released.

The touch location information refers to location coordinates in which a game player has generated a touch press event on the screen, and touch location information touched by a finger by a game player through a touch location information input unit and location information on a screen where a finger is released Will be input.

In addition, the parabolic control unit 200 generates a parabola based on the touch location information input by the touch location information input unit and outputs the generated parabola on the screen.

At this time, a vertex parabolic angle that passes the input touch position as a vertex is calculated, and a correction angle is added based on a parabola passing as the calculated vertex to calculate a falling parabolic angle that corrects the input touch position to a position on a falling curve. Is done.

Thereafter, it is determined whether the calculated force and angle of the falling parabola are valid values in the curved game, and when valid, the force and angle for drawing the parabola graph are obtained.

2 is a block diagram of a parabolic control unit of a parabolic processing apparatus in a curved game according to an embodiment of the present invention.

As shown in FIG. 2, the parabolic control unit 200 includes a vertex parabolic angle calculation module 210; a falling parabolic angle calculation module 220; and a touch release position information acquisition module 230; and a parabolic decision module ( 240); including.

The vertex parabolic angle calculation module 210 obtains the touch position information input by the touch position information input unit 100 and inverts the angle and force of the vertex parabola passing the input touch position information to the vertex to calculate the vertex parabolic angle and Will produce power.

That is, as shown in FIG. 4, when the touch is continued by the game player, the touch position coordinate value is obtained and the angle and force of the vertex parabola are inversely calculated by inverting the angle and force of the vertex passing the corresponding position coordinate value to the vertex. Will yield

Subsequently, the falling parabolic angle calculation module 220 adds a correction angle to the angle of the parabola passing through the vertex calculated by the vertex parabolic angle calculation module 210 to input the position information on the position to draw the falling curve passing through the vertex. Will calculate the angle and force of the new parabolic parachute.

That is, as illustrated in FIG. 5, by adding a correction angle to the angle of the parabola passing through the vertex, the angle and force of the new drop parabola having the position coordinate value input on the position to draw the drop curve passing through the vertex is calculated. Is to do.

Thereafter, the touch release location information acquisition module 230 acquires location information on the screen where the finger is released as a touch release event of the game player.

That is, as illustrated in FIG. 6, the position coordinate value on the screen where the finger is released is acquired by the touch release event of the game player, and the input position fee value changed through the touch release is recalculated.

Subsequently, the parabolic determining module 240 determines whether the calculated force and angle of the falling parabola are valid values in the curved game, and acquires the force and angle for drawing the parabolic graph when valid.

In other words, as shown in FIG. 7, after checking whether the calculated force and angle of the falling parabola are valid values in the game of inclination, if it is valid, obtain the force and angle to draw the parabola graph and output it to the screen. Will be.

The parabolic processing apparatus in the present inventor's game is applied to, for example, a fortress mobile game, wherein the formula of the fortress mobile grenade is provided based on the formula 1, which is a parabolic formula.

(수식 1)

(Equation 1)

The parabolic formula consists of two variables, force and angle, and the target point aiming formula must calculate its proper force and angle while knowing the x and y values.

First, when the angle is fixed and the force is calculated, when a parabola passing a specific position coordinate value is generated at a fixed angle, the parabola formula of Equation 1 above can be summarized as Equation 2 below.

(수식 2)

(Equation 2)

Substituting a fixed θ (theta) angle in Equation 2 and substituting the target coordinate values at the positions of x and y, the force can be obtained.

There is a case where the force is not calculated with Equation 2, which is not the case with the current angle, so Equation 2 does not hold.

For example, as shown in FIG. 8, the target above the head can be shot by shooting at an angle of 90 degrees, because if a fixed angle of 45 degrees is applied, it cannot be fitted with any force.

In this case, the minimum angle value can be calculated by increasing the angle rule until Equation 2 is established.

In the case of FIG. 8, it is a diagram showing a parabola for finding a force to a target point by fixing an angle.

Second, when the force is fixed and the angle is calculated, two angles can be obtained by calculating the angle of the fixed force.

One is when passing the target point while descending from the vertex at a high angle, and the other is when passing the target point before passing the vertex at a low angle.

(수식 3)

(Equation 3)

Substituting t into the above parabola formula and arranging it with tangent can be summarized by Equation 3.

In Equation 3, the equation of the quadratic equation having tanθ as an unknown is summarized as Equation 4.

(수식 4)

(Equation 4)

Although both angles of d0 and d1 can hit the target point, in the case of a fortress game, shooting at a high angle as possible is more likely to hit an obstacle and hit.

However, because the character itself has an angle limitation, the calculated angle collides with the angle of the actual character, and the case where the target does not fire is frequent. As shown in Fig. 9, when the target point changes in real time, the angle change becomes noticeable and the awkward feeling is large. It costs.

9 is a view showing two angles passing the same target point with a fixed force.

Therefore, in the present invention, a method of calculating both an angle and a force by setting a target point as a vertex is used.

That is, in order to draw a parabola whose target point is a vertex, it is necessary to first draw an angle to draw the parabola.

Equation 5 is a formula to find the height (vertex) of a parabola whose x-coordinate is the vertex.

(수식 5)

(Equation 5)

In Equation 5, h is a height, that is, a target y value, and R is a distance, that is, an X value.

Since the target point is known, the angle of tanθ can be determined.

Summarizing Equation 5 as a formula for obtaining tanθ is equivalent to Equation 6.

(수식 6)

(Equation 6)

Here, the angular value of tanθ is calculated by substituting the y value for h and the x value for R.

The force passing through the target point should be obtained through the calculated angle of θ, which is the same as in Equation 7, and Equation 7 obtains the height of the parabola through the force and angle.

(수식 7)

(Formula 7)

Equation (8) is the same as Equation (8).

(수식 8)

(Equation 8)

Substituting the y value for h, the gravitational value for g, and the angular value previously found for θ in Equation 8, the force of the parabola passing through the peak can be obtained.

Here, when the parabolic formula is drawn using the found angle value θ and the force value, as shown in FIG. 10, a parabola with a target point is drawn.

It acquires the touch position information inputted by the touch position information input unit through the vertex parabolic angle calculation module 210, and inversely calculates the angle and force of the vertex parabola passing the input touch position information to the vertex. Will produce

On the other hand, in order to calculate the angle and force of the new falling parabola, first, to find the angle value, the angle of the parabola passing through the vertex is obtained using Equation 6, and the angle of the vertex parabola passing through the target point is found.

At this time, a new delta angle, a correction angle, is added to the found angle to make the angle a high angle.

If the angle becomes higher than the angle through which the target point passes, the parabola naturally becomes the angle that falls beyond the target point.

At this time, if a formula for calculating the force value at a fixed angle of Equation 2 by substituting a correction angle, which is a new delta angle, is used, as shown in FIG. 11, a parabola calculated in a form of descending past a parabola is drawn.

However, in the above-described case, that is, if the angle obtained by adding the delta angle to the theta angle exceeds 90 degrees, the directionality is reversed, so the delta value needs to be reduced as the theta value approaches 90 degrees.

Therefore, in the actual fortress game, the formula (9) is applied.

(수식 9)

(Equation 9)

The new angle a is the existing vertex angle, theta, plus delta.

However, the delta value becomes smaller as the theta value approaches 90 degrees, and finally a value should not exceed 90 degrees.

That is, as the angle increases, the parabola naturally deforms from a parabola aiming at a position past a vertex to a parabola targeting a vertex.

On the other hand, as shown in FIG. 12, in order to improve the above-described problem, the numerical value may be adjusted to 80 degrees rather than 90 degrees.

In the case of FIG. 12, the source code of the targeting aiming formula to which the actual formula is applied is shown.

The reason is that as the elevation increases, the curve of the parabola rapidly changes, so from a value of 80 degrees or more, the target point draws a parabola calculated at the angle of the vertex.

In addition, as the delta value, which is the correction angle, is increased, the slope of the parabola also changes rapidly.

It adds a correction angle (delta value) to the angle of the parabola passing through the falling parabola angle calculation module 220 to the vertex calculated by the vertex parabola angle calculation module 210 to draw a drop curve passing through the vertex. It is to calculate the angle and force of the new falling parabola where the input location information exists.

For example, when the angle of the parabola passing the touched position to the vertex is calculated to be 60 degrees, correction is made by adding a delta angle (correction angle).

If you calculate with reference to the formula,

A = vertex parabola output angle 60 degrees

B = Calibration reference angle 45 degrees

The reference value of the above-mentioned correction reference angle is different depending on the set value, but may be preferably set to 45 degrees, which is the angle at which the parabola flies farthest.

C = Delta angle after correction calculation B * (80 degrees-A) / 80 degrees

This is because the constant of 80 degrees in the C calculation formula should not have a correction value having a result value of 90 degrees or more because the directionality changes in the opposite direction when the angle exceeds 90 degrees.

The reason why the constant is corrected to 80 degrees rather than 90 degrees is because the shape of the parabola rapidly rises upward when the output angle of A exceeds 80 degrees and draws an aesthetically unsightly graph.

If the calculated angle of A exceeds 80 degrees, the angle is output without correction.

D = Result A + C (calculation angle + delta correction angle)

If A was 80 degrees or more, A = D is treated.

When the value is assigned, it becomes 60 + 45 X (80-60) / 80.

That is, when the calculation angle is 60 degrees, a correction angle of 71.25 degrees can be finally calculated.

Then, the force is calculated through Equation 2, which calculates the parabolic force (speed) passing through the target point below at the calculated angle.

(수식 2)

(Equation 2)

You can calculate the corresponding force by substituting the corresponding coordinates for x and y, the gravity value for g, and the calculated angle for theta.

Substituting the calculated angle and force into the parabola formula, a parabola passing the target point is drawn.

Games that shoot a grenade with a parabola similar to a general fortress require an operation that, as its name suggests, is a slingshot.

However, such an operation method has a disadvantage that it is difficult to hit a desired position and intuition is poor.

The touch aiming method according to the present invention provides a more intuitive and easy operation method to the user compared to the sling, thereby reducing a higher accuracy and stress on the operation.

In addition, parabolic curves of various trajectories can be easily created even if the same position is aimed at by correcting at a higher angle.

This provides an effect of increasing the player's accessibility in a high-angle (high angle) shooting game where it is advantageous to shoot.

3 is an overall flow diagram of a parabolic processing method in a curved game according to an embodiment of the present invention.

As shown in Fig. 3, the method of processing a parabola in the inventor's crooked game,

Through the touch location information input unit 100, a touch location information receiving step (S100) for obtaining touch location information touched by a finger by a game player,

The parabolic control unit 200 acquires touch location information from the touch location information input unit 100 and vertices to calculate a peak parabolic angle and force by inverting the angle and force of a vertex passing the input touch location information to a vertex Parabolic angle calculation step (S200),

The parabolic control unit 200 adds a correction angle to the angle of the parabola passing through the calculated vertex, and a drop for calculating the angle and force of the new drop parabola where the inputted position information exists on the position to draw the drop curve passing through the vertex Parabolic angle calculation step (S300),

The parabolic control unit 200 acquires the touch release location information for acquiring the location information on the screen where the finger is released by the touch release event of the game player (S400),

The parabolic control unit 200 includes a parabolic determination step (S500) for obtaining the force and angle of drawing the parabolic graph when it is valid by determining whether the calculated force and angle of the calculated parabola are valid values in the curved game It is characterized by.

Specifically, through the touch location information input unit 100, the touch location information touched by a finger by a game player is acquired (S100).

Thereafter, the touch position information is obtained from the touch position information input unit 100 through the peak parabolic angle calculation module 210 of the parabolic control unit 200 to determine the angle and force of the vertex parabola passing the input touch position information to the vertex. It is inverted to calculate the angle and force of the vertex parabola (S200).

Subsequently, the position information input on the position to draw a falling curve passing through the vertex by adding a correction angle delta value to the angle of the parabola passing through the calculated vertex through the falling parabolic angle calculation module 220 of the parabolic control unit 200 Calculate the angle and force of the new parabolic parachute that exists (S300).

Subsequently, through the touch release location information acquisition module 230 of the parabolic control unit 200, the location information on the screen where the finger is released is acquired by the touch release event of the game player (S400), and thereafter, the parabolic control unit 200 Through the parabolic determination module 240, it is determined whether the calculated force and angle of the falling parabola are valid values in the game of incursion, and when it is valid, the force and angle to draw the parabolic graph are obtained (S500) to finally obtain the parabolic graph. It is displayed on the screen.

Through the above-described configuration and operation, a parabola is generated based on the touch location information input by the touch location information input unit, but an angle of a peak parabola passing the input touch location as a vertex is calculated, and the calculated vertex passes When a correction angle is added based on a parabola to calculate a falling parabola angle that corrects the input touch position to a position on a falling curve, and it is valid by determining whether the calculated force and angle of the falling parabola are valid values in the game Points that cannot be graphed with the current angle, which is a problem when the force is not calculated because both the angle and the force are calculated by setting the target point as the vertex by obtaining the force and angle to draw the parabolic graph in However, since the character itself has an angle limitation, the calculated angle collides with the angle of the actual character. Thereby providing the effect of eliminating the unnecessary and has not been launched frequent cases where a target point is that you can change the angle changes in real-time game players feel the large, awkward noticeable.

Those skilled in the art to which the present invention pertains as described above may understand that the present invention may be implemented in other specific forms without changing the technical spirit or essential features of the present invention. Therefore, the embodiments described above are exemplified in all respects and should be understood as non-limiting.

The scope of the present invention is indicated by the following claims rather than the above detailed description, and it should be interpreted that all changes or modifications derived from the meaning and scope of the claims and equivalent concepts are included in the scope of the present invention. do.

100: touch location information input unit
200: parabolic control unit

Claims (3)

In the parabolic processing apparatus in a game of warp,
A touch location information input unit 100 for receiving location coordinate information touched by a finger by a game player and location coordinate information on a screen from which a finger is released,
A parabola is generated based on the touch position coordinate information input by the touch position information input unit, but calculates a vertex parabolic angle passing the input touch position coordinates as a vertex, and a correction angle based on the parabola passing through the calculated vertex Add to calculate the falling parabola angle that corrects the input touch position to the position on the falling curve, and determines whether the calculated force and angle of the falling parabola are valid values in the game of the crooked game and draws the corresponding parabola graph when it is valid. It comprises a parabolic control unit 200 for obtaining the force and angle,
The parabolic control unit 200,
A vertex parabolic angle calculation module for calculating the vertex parabolic angle and force by inverting the angle and force of the vertex parabola passing the input touch position coordinate information to the vertex by obtaining the touch position coordinate information input by the touch position information input unit ( 210); and
Add the correction angle to the angle of the parabola passing through the vertex calculated by the vertex parabolic angle calculation module 210 to determine the angle and force of the new falling parabola where the input positional coordinate information exists on the position to draw the falling curve passing through the vertex. Drop parabolic angle calculation module 220 for calculating; and
A touch release location information acquisition module 230 for acquiring location coordinate information on the screen where the finger is released by the touch release event of the game player; and
And a parabolic determination module (240) for obtaining a force and angle for drawing the parabolic graph when it is valid by determining whether the calculated force and angle of the falling parabola are valid values in the curved game. Parabolic processing device in the game.
delete In the method of processing a parabola in a game of warp,
Through the touch location information input unit 100, a touch location information receiving step (S100) for obtaining touch location information touched by a finger by a game player,
The parabolic control unit 200 acquires touch location information from the touch location information input unit 100 and vertices to calculate a peak parabolic angle and force by inverting the angle and force of a vertex passing the input touch location information to a vertex Parabolic angle calculation step (S200),
The parabolic control unit 200 adds a correction angle to the angle of the parabola passing through the calculated vertex, and a drop for calculating the angle and force of the new drop parabola where the inputted position information exists on the position to draw the drop curve passing through the vertex Parabolic angle calculation step (S300),
The parabolic control unit 200 acquires the touch release location information for acquiring the location information on the screen where the finger is released as a touch release event of the game player (S400),
The parabolic control unit 200 includes a parabolic determination step (S500) for obtaining the force and angle of drawing the parabolic graph when it is valid by determining whether the calculated force and angle of the calculated parabola are valid values in the curved game Parabolic processing method in a game, characterized in that.

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