public AtomCollisionResult ProduceCombine(Atom a, Atom b, int aAmo, int bAmo)
{
AtomCollision info = EstimateCombine(a, b, aAmo, bAmo);
AtomCollisionResult result = new AtomCollisionResult();
result.atomsProduced = new List <AtomAmo>();
result.atomsUsed = new List <AtomAmo>();
AtomData aData = Game.Instance.gameData.FindAtomData(a.GetAtomicNumber());
AtomData bData = Game.Instance.gameData.FindAtomData(b.GetAtomicNumber());
int usedAmo = Mathf.Min(Mathf.Min(aAmo, aData.GetCurrAmo()), Mathf.Min(bAmo, bData.GetCurrAmo()));
Atom target = info.targetAtom;
int maxAmo = info.amo;
float successChance = info.success;
float stabilityChance = 1.0f;
stabilityChance = info.stability;
int produced = (int)(maxAmo * successChance);
int stabilized = (int)(produced * stabilityChance);
AtomAmo atomAmo = new AtomAmo();
atomAmo.amo = stabilized;
atomAmo.atom = target;
result.atomsProduced.Add(atomAmo);
Game.Instance.Absorb(target, stabilized);
AtomAmo atomAUsed = new AtomAmo();
atomAUsed.atom = a;
atomAUsed.amo = usedAmo;
result.atomsUsed.Add(atomAUsed);
AtomAmo atomBUsed = new AtomAmo();
atomBUsed.atom = b;
atomBUsed.amo = usedAmo;
result.atomsUsed.Add(atomBUsed);
Game.Instance.Use(a, usedAmo);
Game.Instance.Use(b, usedAmo);
if (OnAtomCombine != null)
{
OnAtomCombine(target, stabilized);
}
return(result);
}
public AtomCollisionResult ProduceSplit(Atom a, int aAmo)
{
AtomCollision info = EstimateSplit(a, aAmo);
AtomData aData = Game.Instance.gameData.FindAtomData(a.GetAtomicNumber());
aAmo = Mathf.Min(aAmo, aData.GetCurrAmo());
AtomCollisionResult result = new AtomCollisionResult();
result.atomsProduced = new List <AtomAmo>();
result.atomsUsed = new List <AtomAmo>();
Atom target = info.targetAtom;
// Split
int produced = (int)(info.amo * info.success); // Random Loss
// Stabilize
int stabilized = (int)(produced * info.stability);
// Result
AtomAmo atomAmo = new AtomAmo();
atomAmo.amo = stabilized;
atomAmo.atom = target;
result.atomsProduced.Add(atomAmo);
Game.Instance.Absorb(target, stabilized);
// Used
AtomAmo atomAUsed = new AtomAmo();
atomAUsed.atom = a;
atomAUsed.amo = aAmo;
result.atomsUsed.Add(atomAUsed);
Game.Instance.Use(a, aAmo);
if (OnAtomSplit != null)
{
OnAtomSplit(target, stabilized);
}
return(result);
}
public AtomCollision EstimateSplit(Atom a, int aAmo)
{
AtomCollision info = new AtomCollision();
if (a.GetAtomicNumber() == 1) // Hydrogen, Can Not Split...
{
return(info);
}
AtomInfo aInfo = Game.Instance.gameData.FindAtomInfo(a.GetAtomicNumber());
//aAmo = Mathf.Min(aAmo, int.MaxValue / aInfo.GetNeutrons());
int halfProtons = aInfo.GetProtons() / 2;
long totalNeutrons = aInfo.GetNeutrons() * 1L * aAmo;
// Target
info.targetAtom = Game.Instance.gameData.FindAtom(halfProtons); // Should Correlate to Atomic number
AtomInfo targetInfo = Game.Instance.gameData.FindAtomInfo(halfProtons);
// Max Amount to Be Made
if (info.targetAtom.GetAtomicNumber() == 1) // Hydrogen
{
long protons = aInfo.GetProtons() * aAmo;
info.amo = (int)(protons / targetInfo.GetProtons()); // Proton Based
}
else
{
long amo = totalNeutrons / targetInfo.GetNeutrons();
info.amo = amo > int.MaxValue ? int.MaxValue : (int)amo; // Neutron Based
}
// Success
float estimatedSpeed = aInfo.GetProtons() / 10f;
info.success = Mathf.Clamp01(1 - estimatedSpeed / accelerationUpgrade.GetValue());
// Stability
if (targetInfo.GetHalfLife() == 0f)
{
info.stability = 1.0f;
}
else
{
//float halfLife = targetInfo.GetHalfLife() + timeUpgrade.GetValue();
//float multiple = 1 / Mathf.Sqrt(1 - (stabilityUpgrade.GetValue() * stabilityUpgrade.GetValue()) / (100 * 100));
//info.stability = AtomInfo.GetStability(halfLife * multiple * multiple);
float halflife = targetInfo.GetHalfLife() + timeUpgrade.GetValue();
if (halflife < 0)
{
info.stability = 0f;
}
else
{
float yearPercentage = 5256000; // 10 years ish
float t = .001f;
float stableValue = stabilityUpgrade.GetValue();
float lerp = Mathf.Lerp(halflife, yearPercentage, t);
float power = Mathf.Sqrt(stableValue / 30);
float stability = Mathf.Pow(lerp, power);
info.stability = Mathf.Clamp01(stability / yearPercentage);
}
}
return(info);
}
public AtomCollision EstimateCombine(Atom a, Atom b, int aAmo, int bAmo)
{
AtomCollision info = new AtomCollision();
AtomInfo aInfo = Game.Instance.gameData.FindAtomInfo(a.GetAtomicNumber());
AtomInfo bInfo = Game.Instance.gameData.FindAtomInfo(b.GetAtomicNumber());
AtomData aData = Game.Instance.gameData.FindAtomData(a.GetAtomicNumber());
AtomData bData = Game.Instance.gameData.FindAtomData(b.GetAtomicNumber());
aAmo = Mathf.Min(aAmo, aData.GetCurrAmo());
bAmo = Mathf.Min(bAmo, bData.GetCurrAmo());
//aAmo = Mathf.Min(aAmo, int.MaxValue / aInfo.GetNeutrons());
//bAmo = Mathf.Min(bAmo, int.MaxValue / bInfo.GetNeutrons());
int maxProtons = aInfo.GetProtons() + bInfo.GetProtons();
long totalANeutrons = aAmo * aInfo.GetNeutrons();
long totalBNeutrons = bAmo * bInfo.GetNeutrons();
if (Game.Instance.gameData.GetAtomAmount() >= maxProtons)
{
info.targetAtom = Game.Instance.gameData.FindAtom(maxProtons); // Should Correlate to Atomic number
}
else
{
info.targetAtom = null;
return(info);
}
AtomInfo targetInfo = Game.Instance.gameData.FindAtomInfo(maxProtons);
long minProtons = Mathf.Min(aAmo, bAmo); // Min of Atoms
long minNeutrons = (totalANeutrons + totalBNeutrons) / targetInfo.GetNeutrons();
long amo = minProtons > minNeutrons ? minNeutrons : minProtons;
info.amo = amo > int.MaxValue ? int.MaxValue : (int)amo;
// 119 / 10 -> 11.9% Speed
// 1 - (11.9 / 12) -> .008333 About 1 / 12
//
// At 10% speed of light, Titanium -> Berkelium produces an estimated 1 / 1 billion atoms of Element 119
float estimatedSpeed = maxProtons / 10f;
info.success = Mathf.Clamp01(1 - estimatedSpeed / accelerationUpgrade.GetValue());
// Apparently the half life of atoms can be changed by Time Dialation, Gravity, and External Radiation
// There is no known way to accurately predict the half-life of atoms. There are two many variables
// How about this, we place radioactive atoms near a black hole. Depending on the strength and randomness, the atom's half-life may be extended and stored indefinetly.
// Our goal is to get that between 525600 1 year and 525600000 1000 years
// However if we have a value of 0.00085
// That requires a multiple of 618,352,941 Just for the min
//100*sqrt(1-((x*x)/(100*100))); Percentage of Speed -> Time Ratio
//1 / sqrt(1-((x*x)/(100*100))); Percentage of Speed -> Time Multiple
if (targetInfo.GetHalfLife() == 0f)
{
info.stability = 1.0f;
}
else
{
//float halfLife = targetInfo.GetHalfLife() + timeUpgrade.GetValue();
//float multiple = 1 / Mathf.Sqrt(1 - (stabilityUpgrade.GetValue() * stabilityUpgrade.GetValue()) / (100 * 100));
//info.stability = AtomInfo.GetStability(halfLife * multiple * multiple);
//\frac{\left(\left(t\cdot\left(a-v\right)+v\right)^{\sqrt{\frac{x}{30}}}\right)}{525600}
float halflife = targetInfo.GetHalfLife() + timeUpgrade.GetValue();
if (halflife < 0)
{
info.stability = 0f;
}
else
{
float yearPercentage = 5256000; // 10 years ish
float t = .001f;
float stableValue = stabilityUpgrade.GetValue();
float lerp = Mathf.Lerp(halflife, yearPercentage, t);
float power = Mathf.Sqrt(stableValue / 30);
float stability = Mathf.Pow(lerp, power);
info.stability = Mathf.Clamp01(stability / yearPercentage);
}
}
return(info);
}
