Development of GPCN Model to Assess Domestic and International Competition Patterns of Coastal Container Ports in China
Abstract
:1. Introduction
2. Development of the GPCN Model
3. Data and Methods
3.1. Data Description
3.2. Competition Indicators
4. Results and Discussion
4.1. Network Characteristics and Significant Flow
4.2. Port Competition Analysis
4.3. Discussion
5. Conclusions
- (1)
- The GLSN, GLSN*, and GPCN are reconfirmed to follow the exponential distribution. The distribution of significant flows in the GLSN is uneven, with few ports possessing numerous significant flows and more significant flows occurring in the same maritime regions. The GLSN and GLSN* are nearly neutral networks, while the GPCN is weakly assortative, which indicates that container ports tend to compete with other ports with similar degrees of competition.
- (2)
- Compared with small and medium-sized ports, large ports in the same port group and large ports in different groups are prone to experience fierce competition. China’s large-scale ports, such as Shanghai, Shenzhen, Ningbo-Zhoushan, and Hong Kong, exert far greater pressure on their competitors than they receive, and the four ports put greater pressure on the development of regional gateway ports in China.
- (3)
- The container ports in Singapore in Southeast Asia and followed by Busan in Northeast Asia pose greater competitive pressure on those in China than do on other foreign ports in the GPCN. More than 10 Chinese container ports have high-intensity competition with those in Singapore and Busan.
- (4)
- The port’s traffic volume is correlated well with its competitiveness, and the position of a container port could be built up by the consolidation of significant flows generated by large-scale ports rather than small and medium-sized ports since the total traffic of a container port has a good correlation with the pressure placed on its competitors and with the volume of significant flows.
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
References
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Port | Container throughput (10,000TEU) | Port | Container throughput (10,000TEU) | Port | Container throughput (10,000TEU) |
---|---|---|---|---|---|
Shanghai | 4350 | Dongguan | 342 | Weihai | 122 |
Ningbo-Zhoushan | 2872 | Fuzhou | 338 | Yangpu | 102 |
Shenzhen | 2655 | Yantai | 330 | Wenzhou | 101 |
Guangzhou | 2317 | Tangshan | 312 | Huanghua | 73 |
Qingdao | 2201 | Nanjing | 302 | Qinhuangdao | 62 |
Hong Kong | 1976 | Quanzhou | 226 | Weifang | 52 |
Tianjin | 1835 | Haikou | 197 | Zhangzhou | 32 |
Xiamen | 1108 | Nantong | 191 | Huizhou | 27 |
Kaohsiung | 926 | Zhuhai | 184 | Yancheng | 26 |
Suzhou | 629 | Taichung | 182 | Dandong | 21 |
Yingkou | 565 | Jinzhou | 164 | Jieyang | 11 |
Dalian | 511 | Taipei | 161 | Maoming | 8 |
Beibu Gulf | 505 | Shantou | 159 | Yangjiang | 5 |
Rizhao | 486 | Keelung | 153 | ||
Lianyungang | 480 | Zhanjiang | 123 |
GLSN | GLSN* | GPCN | |
---|---|---|---|
No. of ports | 751 | 744 | 456 |
No. of Chinese container ports | 43 | 42 | 22 |
No. of links | 16879 | 3437 | 2308 |
Average port degree | 44.951 | 9.239 | 10.12 |
Average path length | 2.698 | 6.752 | 4.116 |
Clustering coefficient | 0.726 | 0.490 | 0.673 |
Degree assortativity | −0.139 | 0.167 | 0.303 |
Cumulative degree distribution |
Port | Code | CD | CI | CSin | CSout |
---|---|---|---|---|---|
Beibu Gulf | FAN | 8 (5/3) | 2 (2/2) | 51.31 (44.38/6.93) | 3.64 (2.15/1.49) |
Dalian | DAL | 8 (5/3) | 2 (2/2) | 408.5 (328.49/80.01) | 24.67 (4.54/20.13) |
Dongguan | DGG | 4 (3/1) | 2.25 (2.33/2) | 0.24 (0.24/0.01) | 0.31 (0.14/0.17) |
Guangzhou | GUA | 11 (6/5) | 2.36 (2.5/2.2) | 321.82 (263.6/58.23) | 3.74 (2.74/1) |
Hong Kong | HK | 37 (13/24) | 5.46 (7.38/4.42) | 632.43 (473.79/158.64) | 1876.28 (1020.11/856.17) |
Kaohsiung | KHH | 22 (10/12) | 4.18 (4.9/3.58) | 628.21 (506.31/121.9) | 197.88 (152.17/45.71) |
Keelung | KEL | 8 (6/2) | 2.13 (2.17/2) | 397.1 (364.96/32.14) | 1.57 (1.57/0) |
Ningbo-Zhoushan | NBG | 16 (8/8) | 6.63 (7.75/5.5) | 516.53 (386.18/130.35) | 1118.8 (691.24/427.56) |
Qingdao | QIN | 18 (9/9) | 3.89 (4.44/3.33) | 562.66 (460.63/102.03) | 246.69 (200.53/46.17) |
Rizhao | RZH | 1 (1/0) | 2 (2/0) | 0.59 (0.59/0) | 0.04 (0.04/0) |
Shanghai | SHA | 24 (9/15) | 6.5 (8.78/5.13) | 510.55 (363.26/147.3) | 2108.92 (1068.32/1040.6) |
Shantou | STO | 6 (6/0) | 2.17 (2.17/0) | 10.22 (10.22/0) | 1.33 (1.33/0) |
Shenzhen | SHE | 39 (10/29) | 5 (8.4/3.83) | 557.12 (429.55/127.57) | 2577.46 (1508.9/1068.56) |
Taichung | TXG | 8 (4/4) | 2.88 (3.25/2.5) | 294.34 (283.38/10.96) | 13.08 (3.48/9.61) |
Taipei | TP | 6 (3/3) | 2.17 (2.33/2) | 98.57 (93.79/4.78) | 4.48 (0.18/4.3) |
Tianjin | TIA | 6 (4/2) | 2 (2/2) | 151.32 (149.08/2.24) | 10.68 (10.53/0.15) |
Wenzhou | WEN | 2 (2/0) | 2(2/0) | 0.37 (0.37/0) | 0.12 (0.12/0) |
Xiamen | XAM | 14 (8/6) | 3 (3.25/2.67) | 615.1 (523.82/91.28) | 22.69 (16.43/6.25) |
Yangpu | YGP | 3 (2/1) | 2 (2/2) | 4 (1.61/2.39) | 0.33 (0.29/0.03) |
Yingkou | YIK | 2(2/0) | 2.5 (2.5/0) | 0.59 (0.59/0) | 0.31 (0.31/0) |
Zhanjiang | ZHA | 2 (2/0) | 2 (2/0) | 0.74 (0.74/0) | 0.97 (0.97/0) |
Zhuhai | ZUH | 3 (2/1) | 2.33 (2.5/2) | 0.56 (0.54/0.02) | 0.13 (0.05/0.09) |
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Li, W.; You, Z.; Lou, K.; Wang, Z. Development of GPCN Model to Assess Domestic and International Competition Patterns of Coastal Container Ports in China. Systems 2023, 11, 19. https://doi.org/10.3390/systems11010019
Li W, You Z, Lou K, Wang Z. Development of GPCN Model to Assess Domestic and International Competition Patterns of Coastal Container Ports in China. Systems. 2023; 11(1):19. https://doi.org/10.3390/systems11010019
Chicago/Turabian StyleLi, Wanying, Zaijin You, Kaiyuan Lou, and Zhaowei Wang. 2023. "Development of GPCN Model to Assess Domestic and International Competition Patterns of Coastal Container Ports in China" Systems 11, no. 1: 19. https://doi.org/10.3390/systems11010019
APA StyleLi, W., You, Z., Lou, K., & Wang, Z. (2023). Development of GPCN Model to Assess Domestic and International Competition Patterns of Coastal Container Ports in China. Systems, 11(1), 19. https://doi.org/10.3390/systems11010019