西华师范大学学报:自然科学版
西華師範大學學報:自然科學版
서화사범대학학보:자연과학판
Journal of China West Normal University:Natural Science Edition
2012年
1期
68-72
,共5页
正交频分多址接入%资源分配%遗传算法%计算复杂度
正交頻分多阯接入%資源分配%遺傳算法%計算複雜度
정교빈분다지접입%자원분배%유전산법%계산복잡도
orthogonal frequency division multiplex access%resource allocation%genetic algorithm%computational complexity
在融合遗传算法和解析方法的基础上,提出了一种新颖的正交频分多址接入系统资源分配算法.通过最小化评估函数和取整操作,得到满足用户要求的数据速率和误码率,同时使系统总传输功率最小化.与传统遗传算法相比,该算法避免了注水过程,其计算复杂度大幅降低,且不受数据速率增长的影响.仿真实验表明该算法的收敛性和稳定性好;在相同的用户数据速率和误码率要求下,该算法得到的最小化传输功率随用户数增加较为缓慢,接近于解析法得到的理想性能;在平均比特信噪比相同的情况下,该算法能使实际系统误码率接近理论低值.
在融閤遺傳算法和解析方法的基礎上,提齣瞭一種新穎的正交頻分多阯接入繫統資源分配算法.通過最小化評估函數和取整操作,得到滿足用戶要求的數據速率和誤碼率,同時使繫統總傳輸功率最小化.與傳統遺傳算法相比,該算法避免瞭註水過程,其計算複雜度大幅降低,且不受數據速率增長的影響.倣真實驗錶明該算法的收斂性和穩定性好;在相同的用戶數據速率和誤碼率要求下,該算法得到的最小化傳輸功率隨用戶數增加較為緩慢,接近于解析法得到的理想性能;在平均比特信譟比相同的情況下,該算法能使實際繫統誤碼率接近理論低值.
재융합유전산법화해석방법적기출상,제출료일충신영적정교빈분다지접입계통자원분배산법.통과최소화평고함수화취정조작,득도만족용호요구적수거속솔화오마솔,동시사계통총전수공솔최소화.여전통유전산법상비,해산법피면료주수과정,기계산복잡도대폭강저,차불수수거속솔증장적영향.방진실험표명해산법적수렴성화은정성호;재상동적용호수거속솔화오마솔요구하,해산법득도적최소화전수공솔수용호수증가교위완만,접근우해석법득도적이상성능;재평균비특신조비상동적정황하,해산법능사실제계통오마솔접근이론저치.
Combined the conventional genetic algorithm with the analytic method,a novel algorithm was proposed to allocate the source of orthogonal frequency division multiplex access system.Through minimizing the evaluation function and operating a rounding,the total transmitted power can be minimized while satisfying the bit rate requirement and bit error rate(BER) constraint of each user.Compared with the conventional genetic algorithm the proposed algorithm,can avoid the water-filling processing,so its computational complexity decreases sharply and is independent of the bit rate.The simulations indicate that the proposed algorithm has better convergence and stability than the conventional genetic algorithm.Under the same required user's bit rate and BER,the minimized transmitted power obtained by the proposed algorithm increases slowly with the number of the user,which is close to the performance of the analytic method.Given the same average bit signal to noise ratio,the proposed algorithm can successfully achieve the BER that is almost close to the theoretical minimum.