甘肃交能融合自洽耦合机制发展现状与展望

为响应国家“碳达峰、碳中和”重大战略决策,落实“四个革命、一个合作”能源安全新战略,立足当前时代,甘肃省交通行业抢抓以新能源为主体的新型电力系统建设契机,通过采用类比推理法,对甘肃省资源禀赋条件、开发潜力、用能负载等客观因素进行预测评价。提出了交能融合定义,测算并构建甘肃省交能融合的交通负荷与能源供给、经济效益与社会效应、交通企业与能源行业的自洽耦合机制,实现风光发电的盈利收入反哺公路基础设施建设。同步盘活闲置资源,创新商业模式,探索新的经济增长点,有效缓解公路行业能耗高、投资重、回本慢的问题,进而形成新时代甘肃交通运输与绿色能源融合发展路径。甘肃交通将在未来构建“交通+绿色”产业格局、形成“交通+能源”产业体系、创建“经济+低碳”产业生态,全力打造河西走廊绿色能源与公路运输大通道,推动甘肃绿色交通运输网早日建成,对引领路衍经济发展,助推千亿级路衍经济集群产业加快形成,实现企业转型升级提质增效具有重要意义。

非局域Sun-Guo-Grant方程的自洽模耦合理论

通过选取具有正确渐近行为的标度函数形式,将自洽的模耦合理论推广应用到对非局域的Sun-Guo-Grant方程的动力学标度性质的研究中.通过分析得到,在强耦合区基底维数d=1,2的情况下,动力学指数z随非局域参数ρ的变化关系.将这一结果与动力学重正化群理论和直接标度分析得到的结果进行了对比.

A New Integrable Couplings of Classical-Boussinesq Hierarchy with Self-Consistent Sources

A kind of integrable couplings of soliton equations hierarchy with self-consistent sources associated with sl（4） is presented by Yu. Based on this method, we construct a new integrable couplings of the classical-Boussinesq hierarchy with self-consistent sources by using of loop algebra sl（4）. In this paper, we also point out that there exist some errors in Yu＇s paper and have corrected these errors and set up new formula. The method can be generalized other soliton hierarchy with self-consistent sources.

Integrable Coupling System of JM Equations Hierarchy with Self-Consistent Sources

We propose a systematic method for generalizing the integrable couplings of soliton eqhations hierarchy with self-consistent sources associated with s/（4）. The JM equations hierarchy with self-consistent sources is derived. Furthermore, an integrable couplings of the JM soliton hierarchy with self-consistent sources is presented by using of the loop algebra sl（4）.