Source: EURLEX
Language: en
Format: md

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| 31.5.2023 | EN | Official Journal of the European Union | L 141/49 |

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COMMISSION IMPLEMENTING DECISION (EU) 2023/1054

of 30 May 2023

laying down rules for the application of Regulation (EU) 2021/696 of the European Parliament and of the Council as regards the service portfolio for the Governmental Satellite Communications services offered by the system established under the Union Space Programme

THE EUROPEAN COMMISSION,

Having regard to the Treaty on the Functioning of the European Union,

Having regard to Regulation (EU) 2021/696 of the European Parliament and of the Council of 28 April 2021 establishing the Union Space Programme and the European Union Agency for the Space Programme and repealing Regulations (EU) No 912/2010, (EU) No 1285/2013 and (EU) No 377/2014 and Decision No 541/2014/EU [(1)](#ntr1-L_2023141EN.01004901-E0001) and in particular Article 63(3) thereof,

Whereas:

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| (1) | In accordance with Article 62 of Regulation (EU) 2021/696, under the Governmental Satellite Communications (‘GOVSATCOM’) component, satellite communication capacities and services are to be combined into a common Union pool of satellite communication capacities and services, with appropriate security requirements. |

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| (2) | In accordance with Article 63(1) of Regulation (EU) 2021/696, the provision of GOVSATCOM capacities and services is to be ensured as laid down in the service portfolio. The service portfolio should be based on the needs of the user communities of governmental satellite communications, by including flexible and user adjustable GOVSATCOM services. It should therefore cover end-to-end services, anchored capacity services and raw capacity services. |

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| (3) | The service portfolio should cover existing and expected capacities and services to be included in the common Union pool. Therefore, different options for latency, frequency bands, security levels and other attributes need to be included in the service portfolio. |

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| (4) | In order to ensure service provision, there is a need to describe the process for service requests from the GOVSATCOM users to the GOVSATCOM hub. The competent GOVSATCOM authorities should act as intermediaries in this process. |

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| (5) | In order to ensure the best match between supply and demand for GOVSATCOM services, there is a need to base the availability of services on the supply and demand of pooled and shared satellite capacities and procured services. |

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| (6) | The measures provided for in this Decision are in accordance with the opinion of the Programme committee in the GOVSATCOM configuration. |

HAS ADOPTED THIS DECISION:

Article 1

Definitions

For the purposes of this Decision, the definitions in Article 2 of Commission Implementing Decision (EU) 2023/1055 [(2)](#ntr2-L_2023141EN.01004901-E0002) apply.

Article 2

GOVSATCOM service portfolio

1.   The GOVSATCOM service portfolio shall consist of the following categories of communication services:

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| (a) | end-to-end services, allowing the user to connect to a network capable to provide services; |

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| (b) | anchored capacity services, allowing the user to use satellite capacity and associated anchoring station facility; |

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| (c) | raw capacity services, allowing the user to use satellite capacity (bandwidth). |

2.   The services referred to in paragraph 1 shall comply with the primary and secondary attributes of the communication services categories are set out in Annex I.

3.   User equipment may be provided by a resource provider to the user as part of its service.

4.   The services referred to in paragraph 1, points (a) and (c) shall be provided through the GOVSATCOM hub infrastructure in its initial services operational configuration.

Article 3

Service profiles and requests

1.   GOVSATCOM service profiles shall be determined on the basis of the values of their primary attributes set out in Annex II (‘predefined service profiles’).

2.   Users shall be able to issue requests of a predefined service profile, where the user is able to browse the predefined service profiles which contain the information provided by the respective resource provider.

Users shall also be able to issue requests of a user determined profile, with specified service attributes’ values which have been previously defined by the user. The user-determined profile shall be used to issue service request to the GOVSATCOM Hub for matching predefined service profiles.

Users shall also be able to issue requests of a service with attributes’ values selected by the user, where the attributes’ values are used to issue service request to the GOVSATCOM hub for matching predefined service profiles.

3.   The GOVSATCOM hub shall respond to users’ requests by presenting the available services which match the requests. For the available services, the user shall be informed about their primary and secondary attributes as well as any additional information and details specific to the service. Users shall be able to select from the available services which match their request.

4.   Following the selection of a service by the users, and according to the rules laid down in Implementing Decision (EU) 2023/1055, the GOVSATCOM hub shall proceed to the allocation of the resources for the provision of the service and inform the user when the service is booked and activated.

5.   Following the activation of the service the respective users shall be able to access it either with their user equipment when compatible with the service, or with user equipment provided by the resource provider through GOVSATCOM.

Article 4

Access to GOVSATCOM service portfolio and services

1.   The competent GOVSATCOM authorities (CGAs) established in accordance with Article 68(4) and (5) of Regulation (EU) 2021/696 shall have access to the service portfolio and to the services selection process.

2.   In the framework of the services selection process a CGA shall:

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| (a) | receive, prioritise, anonymise as needed, and forward its users’ service requests to the GOVSATCOM hub; |

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| (b) | receive the results of the requests from the GOVSATCOM Hub and forward them to the users; |

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| (c) | receive, anonymise as needed, and forward its users’ service selection to the GOVSATCOM hub. |

3.   With regard to the anonymisation referred to in paragraph 2, the CGA, during the provision of a service to the users shall act as a proxy to any communication of the user with the GOVSATCOM hub, thereby anonymising the identity of the user. Appropriate classified channels shall be used for communication, as needed. The CGA may select not to anonymise a user. In this case user identity shall be made available from the GOVSATCOM hub to the resource provider to support the selection, establishment, management, maintenance and troubleshooting of the service provided to the user. Furthermore, the resource provider may request the de-anonymisation of a user. In this case, the GOVSATCOM hub shall forward this request to the relevant CGA for assessment.

4.   The GOVSATCOM hub shall provide to the CGAs the information needed for the selection, the booking, the establishment and the provision of the services.

Article 5

Service prioritisation and security levels

1.   The prioritisation of the provision of services shall be performed in accordance with Implementing Decision (EU) 2023/1055.

2.   Users shall have access to the services of the service portfolio on the basis of their security level, as set out in Commission Implementing Decision C(2023)3204 of 30 May 2023 [(3)](#ntr3-L_2023141EN.01004901-E0003).

Article 6

GOVSATCOM pooling and services availability

1.   Pooled satellite communication capacities and services shall be made available through the service portfolio with their attributes’ values.

2.   The availability of services in the portfolio shall be subject to the supply and demand of pooled and shared satellite capacities and services procured from entities as referred to in Article 64 of Regulation (EU) 2021/696.

Article 7

Entry into force

This Decision shall enter into force on the day following that of its publication in the Official Journal of the European Union.

Done at Brussels, 30 May 2023.

For the Commission

The President

Ursula VON DER LEYEN

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ANNEX I

Communication services categories attributes

Table 1

End-to-end Service

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| Primary attributes | |
| [Maximum] Latency | Round Trip Transmission delay in ms (milliseconds) |
| Throughput\* | Peak information rate in Mbps (megabits per second) |
| Symmetric service | Yes/No  Note: A symmetric service has the same attributes’ values for the forward and return links  Note: in case of negative reply, Forward (FWD)/Return (RTN) link throughput should be identified |
| Coverage type | Regional/Global/Spot |
| Minimum Availability | Service minimum availability (% of time per month) |
| Security level | Enhanced/Robust/Assured |
| Secondary attributes | |
| Committed Information Rate\* | Committed information rate in Mbps |
| Service area | List of available geographical areas for the provision of the service as in Figure 1 |
| Service specific information | List of information related to the service, not included in other attributes (e.g. coverage area, radiated power, G/T, Quality of Service, deployment time, training, technical support, installation services options, overall latency of the service, polarisation etc.) |
| User equipment | Fixed/Deployable/Mobile |
| User equipment provision | Yes/No  Note: The user shall be presented a list of compatible user equipment with their technical information (e.g. Manual/Automatic pointing capability), in order to be selected by the user as needed. |
| Maximum time of service disruption | In hours  Note: Decimal points are supported for the definition of subdivision of the hour |
| Link status service | Yes/No |
| Connection to terrestrial networks | Yes/No  Note: In case of ‘Yes’ the terrestrial network(s) for which connectivity is provided are listed |

Table 2

Anchored capacity service

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| Primary attributes | |
| Maximum Latency | Round Trip Transmission delay in ms |
| Bandwidth\* | Capacity in MHz |
| Symmetric service | Yes/No  Note: A symmetric service has the same attributes’ values for the forward and return links  Note: in case of negative reply FWD/RTN link throughput should be identified |
| Coverage type | Regional/Global/Spot |
| Frequency band | HF-VHF-UHF/L/S/C/X/Ku/Ka/Ka Gov/V/Q |
| Frequency service type | FSS/MSS/BSS |
| Minimum Availability | Service minimum availability (% of time per month) |
| Security level | Enhanced/Robust/Assured |
| Secondary attributes | |
| Service area | List of available geographical areas for the provision of the service as in Figure 1 |
| Anchoring station interface | Interface description used for the connection of user provided equipment to the anchoring station |
| Additional anchoring capabilities | Yes/No  Note: In case of ‘Yes’ the additional anchoring capabilities are listed (e.g. Multiprotocol Label Switching, ethernet connectivity etc.) |
| Service specific information | List of information related to the service, not included in other attributes (e.g coverage area, radiated power, G/T, Quality of Service, deployment time, training, technical support, installation services options, overall latency of the service, polarization etc.) |
| User equipment | Fixed/Deployable/Mobile |
| User equipment provision | Yes/No  Note: The user shall be presented a list of compatible user equipment with their technical information (e.g. Manual/Automatic pointing capability), in order to be selected by the user as needed. |
| Maximum time of service disruption | In hours  Note: Decimal points are supported for the definition of subdivision of the hour |
| Link status service | Yes/No |

Table 3

Raw capacity service

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| Primary attributes | |
| Maximum Latency | Round Trip Transmission delay in ms |
| Bandwidth\* | Capacity in MHz |
| Symmetric service | Yes/No  Note: A symmetric service has the same attributes’ values for the forward and return links  Note: in case of negative reply FWD/RTN link throughput should be identified |
| Coverage type | Regional/Global/Spot |
| Frequency band | HF-VHF-UHF/L/S/C/X/Ku/Ka/Ka Gov/V/Q |
| Frequency service type | FSS/MSS/BSS |
| Minimum Availability | Service minimum availability (% of time per month) |
| Security level | Enhanced/Robust/Assured |
| Secondary attributes | |
| Service area | List of available geographical areas for the provision of the service as in Figure 1 |
| Service specific information | List of information related to the service, not included in other attributes (e.g. coverage area, radiated power, G/T, Quality of Service, deployment time, training, technical support, installation services options, overall latency of the service, polarisation etc.) |
| User equipment | Fixed/Deployable/Mobile |
| User equipment provision | Yes/No  Note: The user shall be presented a list of compatible user equipment with their technical information (e.g. Manual/Automatic pointing capability), in order to be selected by the user as needed. |
| Maximum time of service disruption | In hours  Note: Decimal points are supported for the definition of subdivision of the hour |
| Link status service | Yes/No |

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| \*: | In the case of non-symmetric service this attribute shall accept two values; one for the forward (satellite to user) link and one for the return (user to satellite) link. |

Figure 1

GOVSATCOM Service Areas

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)

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ANNEX II

Predefined service profiles

|  |  |
| --- | --- |
| Enhanced pooled service | |
| Communication category | End-to-end Service |
| Maximum Latency | 600 ms |
| Throughput | 10 Mbps |
| Coverage | Regional |
| Minimum Availability | 99,5  % |
| Security level | Enhanced services, which provide a very high degree of availability and resilience, and a high degree of confidentiality, integrity and availability. |

|  |  |
| --- | --- |
| Robust pooled service | |
| Communication category | End-to-end Service |
| Maximum Latency | 600 ms |
| Throughput | 10 Mbps |
| Coverage | Regional |
| Minimum Availability | 99,5  % |
| Security level | Robust services, which provide a high degree of availability and resilience, and a high degree of confidentiality, integrity and availability. |

|  |  |
| --- | --- |
| Assured pooled service | |
| Communication category | End-to-end Service |
| Maximum Latency | 600 ms |
| Throughput | 10 Mbps |
| Coverage | Regional |
| Minimum Availability | 98  % |
| Security level | Assured services, which provide a lower degree of robustness and resilience, and a lower degree of confidentiality, integrity and availability. |

The security levels are defined in Implementing Decision C(2023)3204 of 30 May 2023.

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