摘要
应用动态计量经济理论与方法,研究了干散货运输船舶订购的内在影响机制,分析了3种主要干散货船型的新船价格、二手船价格和期租金率与新船订购量之间的动态关系。研究结果表明:不同船型的新船价格之间、二手船价格之间均不存在协整关系,而各种船型的订购量、新船价格、二手船价格和期租金率之间存在协整关系;船舶订购量与期租金率负相关,与新船价格正相关;Capsize型船舶的二手船价格与其订购量正相关,Panamax型船舶的二手船价格与其订购量负相关,Handymax型船舶的二手船价格与其订购量关系不显著;各种船型的期租金率对于船舶订购量的冲击最大;Handy-max型船舶的新船造价对于订购量的冲击在各类船舶中最小;Panamax型船舶的二手船价格对于订购量的冲击是正向的,而Capsize型船舶和Handymax型船舶二手船价格对于订购量的冲击是负向。
The intrinsic influence mechanisms of dry bulk ship ordering were studied by using the theory and approach of dynamic econometrics. The dynamic relationships among new ship prices, second-hand ship prices, time charter rates and ordering volumes of three main kinds of dry bulk ships were analyzed. Analysis result shows that there are no cointegration relationships among new ship prices and second-hand ship prices for three kinds of dry bulk ships, and there are cointegration relationships among new ship price, second-hand ship price, time charter rate and ordering volume for every kind of dry bulk ship. Ship ordering volume has positive relationship with new ship price, and negative relationship with time charter rate. The relationship between second-hand ship price and ship ordering volume for Capsize ship is positive, it is negative for Panamax ship, and it is not significant for Handymax ship. Impulses from time charter rates to ship ordering volume are the biggest for three kinds of ships. Impulse from new ship price to ship ordering volume for Handymax ship is the smallest among three kinds of ships. Impulse from second-hand ship price to ship ordering volume for Panamax ship is positive, while it is negative for Capsize ship or Handymax ship. 11 tabs, 3 figs, 15 refs.
出处
《交通运输工程学报》
EI
CSCD
北大核心
2012年第1期87-94,共8页
Journal of Traffic and Transportation Engineering
基金
国家社会科学基金项目(11CGL077)
教育部人文社会科学研究青年基金项目(10YJC630412)
上海海事大学校基金项目(20100080)
上海市重点学科建设项目(S30601)
关键词
交通运输经济
干散货运输船舶
订购
协整
广义自回归条件异方差模型
向量误差修正模型
transportation economics
dry bulk ship
ordering
cointegration
generalized autoregressive conditional heteroskedasticity model
vector error correction model