由于船舶调度问题比较复杂,需要考虑到多个因素,所以以下代码只是简单实现了基于遗传算法的船舶调度问题,仅供参考。

代码如下:

#include #include #include #include #include

using namespace std;

// 定义船舶和泊位的结构体 struct Ship { int length; // 船舶长度 int draft; // 船舶吃水深度 int arrivalTime; // 船舶到达时间 int stayTime; // 船舶停留时间 };

struct Berth { int length; // 泊位长度 int draft; // 泊位吃水深度 int tidalRange; // 泊位潮汐变化 };

// 定义遗传算法的参数 const int POPULATION_SIZE = 50; // 种群数量 const int GENERATION_SIZE = 100; // 迭代次数 const double MUTATION_RATE = 0.05; // 变异率

// 定义全局变量 vector ships; // 船舶列表 vector berths; // 泊位列表 vector<vector > population; // 种群 vector fitness; // 种群适应度

// 随机生成一艘船舶 Ship generateShip() { Ship ship; ship.length = rand() % 100 + 100; ship.draft = rand() % 10 + 10; ship.arrivalTime = rand() % 1440; ship.stayTime = rand() % 1440; return ship; }

// 随机生成一个泊位 Berth generateBerth() { Berth berth; berth.length = rand() % 100 + 200; berth.draft = rand() % 10 + 10; berth.tidalRange = rand() % 100; return berth; }

// 初始化船舶和泊位列表 void init() { srand(time(NULL)); for (int i = 0; i < 10; i++) { ships.push_back(generateShip()); } for (int i = 0; i < 5; i++) { berths.push_back(generateBerth()); } }

// 计算船舶停靠泊位的适应度 int calculateFitness(vector chromosome) { int fitness = 0; for (int i = 0; i < chromosome.size(); i++) { Ship ship = ships[i]; Berth berth = berths[chromosome[i]]; if (ship.length <= berth.length && ship.draft <= berth.draft) { // 船舶可以停靠该泊位 int arrivalTime = ship.arrivalTime; int stayTime = ship.stayTime; int tidalRange = berth.tidalRange; int leaveTime = arrivalTime + stayTime; if (leaveTime > 1440) { leaveTime -= 1440; } if (arrivalTime > leaveTime) { tidalRange = 100 - tidalRange; } if (arrivalTime <= 720 && leaveTime <= 720) { // 泊位潮汐变化不会影响船舶 fitness += 100; } else if (arrivalTime >= 720 && leaveTime >= 720) { // 泊位潮汐变化不会影响船舶 fitness += 100; } else { // 泊位潮汐变化会影响船舶 fitness += 100 - tidalRange; } } } return fitness; }

// 初始化种群 void initPopulation() { for (int i = 0; i < POPULATION_SIZE; i++) { vector chromosome; for (int j = 0; j < ships.size(); j++) { chromosome.push_back(rand() % berths.size()); } population.push_back(chromosome); } }

// 选择 vector selection() { int totalFitness = 0; for (int i = 0; i < fitness.size(); i++) { totalFitness += fitness[i]; } vector selectedChromosome; for (int i = 0; i < POPULATION_SIZE / 2; i++) { int r1 = rand() % totalFitness; int r2 = rand() % totalFitness; int index1 = 0; int index2 = 0; int sum = 0; while (sum <= r1) { sum += fitness[index1]; index1++; } sum = 0; while (sum <= r2) { sum += fitness[index2]; index2++; } index1--; index2--; if (fitness[index1] > fitness[index2]) { selectedChromosome.insert(selectedChromosome.end(), population[index1].begin(), population[index1].end()); } else { selectedChromosome.insert(selectedChromosome.end(), population[index2].begin(), population[index2].end()); } } return selectedChromosome; }

// 杂交 void crossover(vector& chromosome1, vector& chromosome2) { int index = rand() % chromosome1.size(); vector temp(chromosome1.begin() + index, chromosome1.end()); chromosome1.erase(chromosome1.begin() + index, chromosome1.end()); chromosome1.insert(chromosome1.end(), chromosome2.begin() + index, chromosome2.end()); chromosome2.erase(chromosome2.begin() + index, chromosome2.end()); chromosome2.insert(chromosome2.end(), temp.begin(), temp.end()); }

// 变异 void mutation(vector& chromosome) { for (int i = 0; i < chromosome.size(); i++) { if ((double)rand() / RAND_MAX < MUTATION_RATE) { chromosome[i] = rand() % berths.size(); } } }

// 迭代 void evolve() { for (int i = 0; i < GENERATION_SIZE; i++) { vector<vector > newPopulation; vector selectedChromosome = selection(); for (int j = 0; j < POPULATION_SIZE / 2; j++) { vector chromosome1(selectedChromosome.begin() + j * ships.size(), selectedChromosome.begin() + (j + 1) * ships.size()); vector chromosome2(selectedChromosome.begin() + (j + POPULATION_SIZE / 2) * ships.size(), selectedChromosome.begin() + (j + POPULATION_SIZE / 2 + 1) * ships.size()); crossover(chromosome1, chromosome2); mutation(chromosome1); mutation(chromosome2); newPopulation.push_back(chromosome1); newPopulation.push_back(chromosome2); } population = newPopulation; fitness.clear(); for (int j = 0; j < POPULATION_SIZE; j++) { fitness.push_back(calculateFitness(population[j])); } } }

// 打印结果 void printResult() { int maxFitness = 0; int index = 0; for (int i = 0; i < fitness.size(); i++) { if (fitness[i] > maxFitness) { maxFitness = fitness[i]; index = i; } } cout << "船舶列表:" << endl; for (int i = 0; i < ships.size(); i++) { cout << "船舶" << i + 1 << ":长度=" << ships[i].length << " 吃水深度=" << ships[i].draft << " 到达时间=" << ships[i].arrivalTime << " 停留时间=" << ships[i].stayTime << endl; } cout << "泊位列表:" << endl; for (int i = 0; i < berths.size(); i++) { cout << "泊位" << i + 1 << ":长度=" << berths[i].length << " 吃水深度=" << berths[i].draft << " 潮汐变化=" << berths[i].tidalRange << endl; } cout << "最优解:" << endl; for (int i = 0; i < ships.size(); i++) { cout << "船舶" << i + 1 << " 停靠泊位" << population[index][i] + 1 << endl; } cout << "适应度:" << maxFitness << endl; }

int main() { init(); initPopulation(); fitness.clear(); for (int i = 0; i < POPULATION_SIZE; i++) { fitness.push_back(calculateFitness(population[i])); } evolve(); printResult(); return 0;

用c++写一个基于遗传算法的船舶调度问题代码考虑船舶长度、吃水深度、到达时间、停留时间泊位长度、泊位深度、泊位潮汐变化

原文地址: http://www.cveoy.top/t/topic/hlKm 著作权归作者所有。请勿转载和采集!

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