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)
28
for many entities (Grzelakowski 2017). Ports to deal
with complexity and dynamism have to take steps to
coordinate the activities of individual port
stakeholders. The evolution of modern ports leads to
the development of complex systems in the context of
the importance of a seaport. The dimension of the
importance of seaports can be expressed by assigning
them to a specific generation.
In 1990, the United Nations Conference on Trade
and Development developed a model for the
classification of seaports based on three criteria: port
development strategy and policy, the type and scope
of services provided, as well as the degree of
integration of port operations and organization. The
model does not cover other important measures, such
as port size, geographical location or organization. As
a result, the model created by UNCTAD identified
three generations of seaports (UNCTAD 1992) (see
fig. 1). However, due to the changes that took place in
seaports and their surroundings in the 1990s,
UNCTAD in report from 1999 additionally described
the concept of the fourth generation port, which
serves as hubs or major regional ports whose
activities are carried out on several levels
simultaneously (UNCTAD 1999).
Figure 1. Evolution of seaport
Source: Own elaboration based on (UNCTAD 1991)
3 FIFTH AND SIXTH GENERATION PORTS
The rapid development of technology has resulted in
changes in the port classification, therefore ports of
the fifth and sixth generation are more often
distinguished. Ports 5 GP provide handling services
at the highest level in the world. Such ports include
ports like Shanghai, Singapore, Hamburg and
Rotterdam. Ports of the fifth generation focus mainly
on increasing the efficiency and quality of their
services, expected by port stakeholders. The role of
this type of port as a logistic hub is also the ability to
handle megaships without any limitations. One of the
determinant of 5th generation ports is also use of
advanced technologies and IT solutions (Kaliszewski
2018). Either of the Baltic ports, which aspires to be
the 5th generation port is the port of Gdansk. For the
purposes of achieving standards of the 5th
generation, the port of Gdansk should become an
important intermodal center, as well as a
comprehensive logistics hub. Port infrastructure and
superstructure should be a unified and integrated
system managed using modern information
technologies. For the Baltic Sea Region, the port of
Gdansk should also play a key role as a transport
interchange linking water and land passenger and
freight streams (Polski Klaster Morski 2017).
Currently, neither of port in the world meets the
sixth generation port criteria. Taking into account the
criteria characterized by the ports of the first, second,
third, fourth and fifth generation, the 6th generation
ports should be distinguished by the service of
container vessels with a capacity of 50 000 TEU and a
maximum draft more than 20 meters (Kaliszewski
2018). The challenge for the 6th generation ports will
also be to increase the surface area of storage yards,
which can be achieved by developing modern storage
methods, automating terminals, developing and
implementing innovations in the field of
technological and organizational. The task of 6GP
ports will be to conduct a dialogue with port
stakeholders, respond to their needs, but also
planning and forecasting loading capabilities.
4 SMART PORT
Following the idea of Smart Cities, whose
assumptions include universal access to information
about the city, efficient communication and care for
the environment has come time for the concept of
Smart Ports. While the Smart City concept has been
known for several years, Smart Port is an idea
without a very specific definition. So this is a one of
modern development perspectives in ports and
shipping where nobody has the last word. The idea
of Smart Ports is not only management of
technological processes, but also digitalization,
increasing the efficiency of operations in ports,
integration of ports with cities and acquiring energy
from alternative sources. Smart Port - the new model
of management is a series of innovative tools used on
technological and organizational level. To make the
Smart Port concept an element of port strategies, it
takes a lot of courage and creativity from the ports.
And modern ports without intelligent solutions can
not survive the intensity of competition. First of all
the fundamental question remains what the port
wants to achieve by becoming intelligent (see fig. 2).
The implementation of various types of innovative
solutions that are not the result of a long-term
strategy may turn out to be a fiasco. Due to the fact
that the port is a diverse area, all activities must take
place at the terminal level and at the port level.
Implementations based on the concept of a Smart
Port should bring benefits to stakeholders and the
port authorities. While the market is full of
technologies and many of them have universal
applications, ports are diverse in their activities and
usually need custom-made solutions. Other solutions
require universal ports, and other ports that