| Would you play Angry Birds if you had it on your calculator? |
| Yes |
|
100% |
[ 19 ] |
| No |
|
0% |
[ 0 ] |
|
| Total Votes : 19 |
|
I am currently working on a port of the Angry Birds game to the calculator. So far, I have finished the graphics(which are not very good, I will freely admit) and am trying to figure out the physics for this game
To do
Get better graphics
Figure out physics
Gravity
Air resistance
Hitting a object
Would anyone be willing to help?
I don't know if this helps, but here is a simple animation:
Code:
DelVar ADelVar BClrDraw
1->D:8->C
Repeat A>=57
Text(iPart(A),iPart(B),"o
A+D->A
B+C->B
C-.05->C
D+1->D
End
it starts from the top left, and then follows an arc downwards (simulating a ball being thrown sideways, with gravity affecting it).
ofcourse, you can change some numbers around to change the arc.
Thanks, Michael! Much appreciated.
Not trying to be negative about it, but I don't think it's possible to get the speed and processing power required for advanced physics with ti-basic, especially if you have a lot of objects that all collide with each other.
âšī¸
Assembly would be a little better for this. If this is in the monochrome, I would recommend axe, easy to learn and there are already some
physics engines for this. Graphics and calculations are very fast, definitely fast enough for a few objects to not look laggy.
I know that it will be very slow, but that does not discourage me.
I would be willing to help you Caleb. How good do you want the physics?
I would recommend Axe though, it would be good for a nice physics game.
Also, I forgot to put this code I made, still, it shows just how similar it is to basic, with just a few more commands:
Code: .AA
0->X
0->T
10->Y
Repeat getKey(15)
X++
Y+T->Y
T++
If X=96
0->X
End
If Y>58
~10->T
End
Circle(X,Y,3)
DispGraphClrDraw
Pause 64
End
and I even added a delay because it was too fast.
here's a screenie
(it's just a visual glitch from jstified)
I would like the physics to be relatively good. I just want the bird to curve as it goes through the air and when it hits a pillar, it falls down/ takes damage.
Caleb, I would suggest trying to learn axe before attemping this project. The added speed would make it great!
The only problem with me learning Axe is that I don't have a monochrome calculator.
Since you are trying to do this on the CSE, I think I would like to try it for monochrome calculators. đ My other project is going a little slow, so I may try to make this game beforehand. Maybe. I'll think about doing it đ
Edit:
Nvm... I thought about it, also looked at the physics library that someone else already made, saw that it was impossible for objects to rotate in his lib, and I don't feel like making one myself, especially one that complicated. âšī¸
I found
this on ticalc, but it runs fairly slow, even though it pretty much only includes shooting and detection for if you hit the pig.
It's a start. Now I have somewhere to start off of. Thanks, Michael!
Code:
Code: 6->A
2->B
Radian
AxesOff
FnOff
0->Xmin
94->Xmax
1->Xscl
0->Ymin
62->Ymax
1->Yscl
ClrHome
ClrDraw
Text(17,20,"ANGRY BIRDS V 1.0"
Text(47,32,"BY BIOHAX"
Pause
Lbl theta
0->theta
0->I
ClrDraw
randInt(15,90)->P
randInt(15,60)->Q
While 0<1
If I=0
Then
Text(57,1,"NEW EXIT"
Horizontal 6
Circle(P,Q,3)
Text(45,8,"Y")
Else
Text(50,0," ")
Text(45,0," ")
End
Line(B,A,8,16)
While theta=0
getKey->theta
End
If theta=11
Then
Goto theta
End
If theta=12
Then
ClrDraw
FnOn
ZStandard
AxesOn
ClrHome
Stop
End
If theta=25 and A<15
Then
A+1->A
End
If theta=34 and 6<A
Then
A-1->A
End
If theta=24 and 0<B
Then
B-1->B
End
If theta=26 and B<6
Then
B+1->B
End
1->I
If theta=21 or theta=105
Then
tan^-1((16-A)/(8-B))->C
sqrt(((16-A)^2)+(8-B)^2)->D
8->X
While X<94
"tan(C)(X-8)-(2(X-8)^2)/(3.5(D^2)cos(C)^2)+16"->Str1
expr(Str1)->Y
If X<=(P+3) and X>=(P-3) and Y<=(Q+3) and Y>=(Q-3)
Then
ClrDraw
Text(28,15,"YOU KILLED THE PIG"
0->I
0->theta
Pause
ClrDraw
Goto theta
End
Pt-On(X,Y)
X+2->X
End
ClrDraw
0->I
End
0->theta
End
Goto theta
Time to start optimizing.....
Are you still working on this?
"ultimate necropost" bump
I have decided to start working on this again, now that I've written a few more programs, and know a few more things about graphics.
To do list (revised)
Create sprites
Figure out how to make a arc depending on the firing angle and power
Start going from there.
I did some quick Googling, and there are plenty of tutorials online that explain simple projectile motion with an initial velocity and angle, and fixed gravity. I strongly recommend you take a look at some of them. Have you learned algebra yet? If so, then you have all the basis you need to understand projectile motion.
I am certainly willing to help!
You can define an arc using this:
Code: Delvar [X]Delvar [Y]sin([Angle]->[VelocityX]
cos([Angle]->[VelocityY]
// Main loop
While 1
[X]+[VelocityX]->[X]
[Y]+[VelocityY]->[Y]
// 0 < [AirFriction] < 1
[VelocityX]*[AirFriction]->[VelocityX]
[VelocityY]-[Gravity]->[VelocityY]
End
Very nice, Nik. Just from a quick glance that looks like it should work đ Just need to add the display
If you think about it really simply:
the lower the angle, the less y velocity and the more x velocity.
the higher the angle, the more y velocity and the less x velocity.
of course, that also depends on the power.
You also have gravity, which if you're trying to be realistic, would make the y velocity decelerate at 9.8 meters per second, which is basically what you have, Nik. Of course, if you're trying to simulate other planets or are just wanting a custom gravity, you can plug that number in as well, as long as it looks good on the game (as long it is not too quick of a fall).
Kerm: Yes, I know algebra.
And for the arc, I know how to calculate that. My equation of choice is:
2v^2*sin(theta)*cos(theta))/g
g=9.8 m/s^2
v= initial velocity
y=starting height (will be 2)
theta= angle relative to the ground, which will be completely horizontal.
V will depend on how far back you draw the slingshot. Or would it be 0?
The difficult part is coding in something that will make the bird fall down, and whatever it hit to move/die.
Would anyone mind helping me write a algorithm that will Pxl-Test in front of the point (that will be the bird, for now) so it can be checked for collision?
I guess you have a wrong equation, because y becomes larger with a larger x, and I don't think that is your intention.
I hope this helps:
Code: 10->V // starting velocity
9.8->G
For(A,0,10,.1
Pt-On(T,VT-.5GT^2
End
