Refactored 2019 day 12
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# 2019 Day 12: Monitoring Station
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# 2019 Day 12: The N-Body Problem
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Copyright (c) Eric Wastl
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#### [Direct Link](https://adventofcode.com/2019/day/12)
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@ -12,23 +12,22 @@ def cmp(a,b):
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class Moon:
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def __init__(self, pos):
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self.pos = [pos[0], pos[1], pos[2]]
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self.pos = list(pos)
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self.vel = [0] * 3
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def changeGravity(self, other):
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x,y,z = cmp(self.pos[0], other.pos[0]), cmp(self.pos[1], other.pos[1]), cmp(self.pos[2], other.pos[2])
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self.vel[0], other.vel[0] = self.vel[0] - x, other.vel[0] + x
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self.vel[1], other.vel[1] = self.vel[1] - y, other.vel[1] + y
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self.vel[2], other.vel[2] = self.vel[2] - z, other.vel[2] + z
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for i in range(3):
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d = cmp(self.pos[i], other.pos[i])
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self.vel[i] -= d
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other.vel[i] += d
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def move(self):
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self.pos[0] += self.vel[0]
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self.pos[1] += self.vel[1]
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self.pos[2] += self.vel[2]
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for i in range(3):
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self.pos[i] += self.vel[i]
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def energy(self):
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pot = abs(self.pos[0]) + abs(self.pos[1]) + abs(self.pos[2])
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kin = abs(self.vel[0]) + abs(self.vel[1]) + abs(self.vel[2])
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pot = sum([abs(p) for p in self.pos])
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kin = sum([abs(v) for v in self.vel])
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return pot, kin, pot * kin
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def simulate(moons : list, steps = 1):
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@ -46,21 +45,21 @@ def lcm(x, y):
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return tmp // x
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def part1(vals: list):
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moons = [Moon((val[0], val[1], val[2])) for val in vals]
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moons = [Moon(val) for val in vals]
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simulate(moons, 1000)
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return sum([moon.energy()[2] for moon in moons])
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def part2(vals: list):
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dims = [0, 0, 0]
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for i in range(3):
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moons = [Moon((val[0], val[1], val[2])) for val in vals]
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oPos = [moons[0].pos[i], moons[1].pos[i], moons[2].pos[i], moons[3].pos[i]]
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moons = [Moon(val) for val in vals]
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oPos = [moon.pos[i] for moon in moons]
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while 1:
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simulate(moons)
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dims[i] += 1
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if [moons[0].pos[i], moons[1].pos[i], moons[2].pos[i], moons[3].pos[i]] == oPos and \
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[moons[0].vel[i], moons[1].vel[i], moons[2].vel[i], moons[3].vel[i]] == [0, 0, 0, 0]:
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if [moon.pos[i] for moon in moons] == oPos and \
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[moon.vel[i] for moon in moons] == [0, 0, 0, 0]:
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break
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return lcm(dims[0], lcm(dims[1], dims[2]))
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@ -69,10 +68,9 @@ def test():
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moons = [Moon(p) for p in ((-1,0,2), (2,-10,-7), (4,-8,8), (3,5,-1))]
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simulate(moons, 10)
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assert sum([moon.energy()[2] for moon in moons]) == 179
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vpos, vvel = ((2,1,-3),(1,-8,0),(3,-6,1),(2,0,4)), ((-3,-2,1),(-1,1,3),(3,2,-3),(1,-1,-1))
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vpos, vvel = ([2,1,-3],[1,-8,0],[3,-6,1],[2,0,4]), ([-3,-2,1],[-1,1,3],[3,2,-3],[1,-1,-1])
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for i in range(4):
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assert vpos[i] == (moons[i].pos[0], moons[i].pos[1] ,moons[i].pos[2]) and \
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vvel[i] == (moons[i].vel[0], moons[i].vel[1], moons[i].vel[2])
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assert vpos[i] == moons[i].pos and vvel[i] == moons[i].vel
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moons = [Moon(p) for p in ((-8,-10,0), (5,5,10), (2,-7,3), (9,-8,-3))]
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simulate(moons,100)
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assert sum([moon.energy()[2] for moon in moons]) == 1940
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