Mixed Trading Conditions for Foldable Containers Used at Railway Stations
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Distributed Robust Chance-Constrained Empty
Regarding foldable containers, Shintani, K et al. [10] studied the optimization of empty container repositioning in inland areas considering foldable containers and found that
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Distributed Robust Chance-Constrained
When standard and foldable containers were used simultaneously, the total cost could be greatly reduced by appropriately using foldable containers under three different supply–demand relationships of
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Distributed Robust Chance-Constrained Empty Container
When standard and foldable containers were used simultaneously, the total cost could be greatly reduced by appropriately using foldable containers under three different
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Flexible yard crane scheduling for mixed railway and road container
In this paper, we formulate a flexible crane scheduling model to reduce the mutual interference during the mixed operations of railway containers and road containers in the
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Optimization of multi
Method: Considering the dynamic characteristics of empty container transportation in reality, this paper constructs a multi-period empty container transportation optimization
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Loading optimization of mixed-type containers for double
The model supports mixed loading of containers of varying lengths (20/40/48 feet), heights (standard/high cube), load statuses (empty/loaded), and types (regular/foldable),
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Multi-period empty container repositioning
To deal with ECR problem, countries with substantial trade volumes or expanding trade potentials, such as China and India, have embarked on the construction of inland freight stations, also known as dry
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Multi-period empty container repositioning approach for
To deal with ECR problem, countries with substantial trade volumes or expanding trade potentials, such as China and India, have embarked on the construction of inland freight
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Effects of using foldable containers in hinterland areas
They also indicated that each e ect could vary signicantly depending on conditions. ff fi Therefore, the trade-o s between cost savings and additional costs incurred by using
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An Empty Container Reposition Study with Foldable
Abstract In order to solve the problem of empty container reposition considered foldable containers, the key factors affecting the use of foldable containers are found out. The
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Microsoft Word
Xing Lei[14] studied the empty container transportation problem of China-Europe freight train, established three models of using only standard container, using only foldable
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Placement of Different Types Containers at Railway Container
The problem of movement optimization for different types of containers at the railway container terminal with using double-stack loading is formulated. An approach to
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What types of containers can be loaded using a mixed load model?
The model supports mixed loading of containers of varying lengths (20/40/48 feet), heights (standard/high cube), load statuses (empty/loaded), and types (regular/foldable), originating from and destined for different locations.
How does rail transportation affect the cost of empty container repositioning?
It can be seen that rail transportation plays a crucial role in controlling the total cost of empty container repositioning. The total cost shows a general increase as the train capacity decreases. −100% indicating the absence of rail transportation, it leads to an increase in total cost.
How do incoming and planned outgoing trains load and unload intermodal containers?
Therefore, both incoming and planned outgoing trains must complete the loading or unloading of intermodal containers within given time windows. Intermodal containers are transferred between the railway operation area and the sharing yard through internal trucks within the port.
Are road containers less affected by railway container operations?
Under intensive operation, we find that road containers, following a uniform arrival pattern, are least affected by railway container operations when the proportion of railway containers in the sharing block ranges from 70% to 80%.
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