Source: EURLEX
Language: en
Format: md

|  |  |  |  |
| --- | --- | --- | --- |
| 12.5.2020 | EN | Official Journal of the European Union | L 149/3 |

---

COMMISSION IMPLEMENTING DECISION (EU) 2020/636

of 8 May 2020

amending Decision 2008/477/EC as regards an update of relevant technical conditions applicable to the 2 500–2 690 MHz frequency band

(notified under document C(2020) 2831)

(Text with EEA relevance)

THE EUROPEAN COMMISSION,

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

Having regard to Decision No 676/2002/EC of the European Parliament and of the Council of 7 March 2002 on a regulatory framework for radio spectrum policy in the European Community (Radio Spectrum Decision) [(1)](#ntr1-L_2020149EN.01000301-E0001), and in particular Article 4(3) thereof,

Whereas:

|  |  |
| --- | --- |
| (1) | Commission Decision 2008/477/EC [(2)](#ntr2-L_2020149EN.01000301-E0002) harmonises the technical conditions for using the 2 500–2 690 MHz frequency band (‘2,6 GHz frequency band’) for terrestrial systems capable of providing electronic communications services (ECSs) in the Union, mainly targeting wireless broadband services for end-users. |

|  |  |
| --- | --- |
| (2) | Article 6(3) of Decision No 243/2012/EU of the European Parliament and the Council [(3)](#ntr3-L_2020149EN.01000301-E0003), requires Member States to help ECS providers regularly upgrade their networks to the latest, most efficient technology, in order to create their own spectrum dividends in line with the principles of service and technological neutrality.. |

|  |  |
| --- | --- |
| (3) | Commission’s Communication on Connectivity for a competitive digital single market – towards a European gigabit society [(4)](#ntr4-L_2020149EN.01000301-E0004) sets out new connectivity objectives for the Union to be achieved through the widespread deployment and take-up of very high capacity networks. To that end, the Commission’s Communication 5G for Europe: an action plan [(5)](#ntr5-L_2020149EN.01000301-E0005) identifies a need for action at Union level, including the identification and harmonisation of spectrum for 5G on the basis of the opinion of the Radio Spectrum Policy Group (RSPG), in order to ensure uninterrupted 5G coverage in all urban areas and major terrestrial transport paths by 2025. |

|  |  |
| --- | --- |
| (4) | In its two opinions on the strategic roadmap towards 5G for Europe (16 November 2016 [(6)](#ntr6-L_2020149EN.01000301-E0006) and 30 January 2019 [(7)](#ntr7-L_2020149EN.01000301-E0007)), the RSPG identified a need to ensure that the technical and regulatory conditions for all bands already harmonised for mobile networks are fit for 5G use. The 2,6 GHz frequency band is one such band, currently in use in the Union mainly for the fourth generation of wireless broadband systems (i.e. Long Term Evolution, LTE). |

|  |  |
| --- | --- |
| (5) | On 12 July 2018, pursuant to Article 4(2) of Decision No 676/2002/EC, the Commission mandated the European Conference of Postal and Telecommunications Administrations (CEPT) to review the harmonised technical conditions for certain EU-harmonised frequency bands, including the 2,6 GHz frequency band, and to develop least restrictive harmonised technical conditions suitable for next-generation (5G) terrestrial wireless systems. |

|  |  |
| --- | --- |
| (6) | On 5 July 2019 the CEPT issued a report (CEPT report 72) reviewing, inter alia, EU-harmonised technical conditions in the 2,6 GHz frequency band based on the concept of a block edge mask (BEM), in the context of the introduction of next-generation (5G) terrestrial wireless systems in that band. In particular, the report sets out harmonised technical conditions for non-active and active antenna systems (non-AASs and AASs), which are used in systems capable of providing wireless broadband electronic communications services (WBB ECSs) under synchronized and unsynchronised operations. It also provides for the coexistence of AAS and non-AAS WBB ECSs and WBB ECSs based on frequency division duplex (FDD) and time division duplex (TDD) within the band. It also addresses the coexistence of WBB ECSs within the band and other services in the adjacent frequency bands. |

|  |  |
| --- | --- |
| (7) | CEPT report 72 notes very limited unpaired use (either TDD or Supplemental Downlink, SDL) outside the 2 570–2 620 MHz sub-band, stressing that such use should be subject to further harmonisation and coordinated timing at EU level, due to the risk of interference at national borders. In order to eliminate that risk, the flexibility of unpaired use outside that sub-band, as provided by the EU harmonised channelling arrangement for the 2,6 GHz frequency band, should be avoided. Member States may choose synchronised, semi-synchronised or unsynchronised TDD network operations in the 2 570–2 620 MHz sub-band and ensure an efficient use of spectrum, taking into account Electronic Communications Committee (ECC) reports 296 [(8)](#ntr8-L_2020149EN.01000301-E0008) and 308 [(9)](#ntr9-L_2020149EN.01000301-E0009) regarding synchronisation. |

|  |  |
| --- | --- |
| (8) | The conclusions of the CEPT report 72 should be applied across the Union and implemented by the Member States without delay, except in duly justified cases. This will foster the availability and use of the 2,6 GHz frequency band for 5G deployment, while upholding the principles of technology and service neutrality. |

|  |  |
| --- | --- |
| (9) | The notion of ‘designating and making available’ the 2,6 GHz frequency band in the context of this Decision refers to the following steps: (i) the adaptation of the national legal framework on frequency allocation to include the intended use of this band under the harmonised technical conditions set in this Decision; (ii) the initiation of all necessary measures in order to ensure coexistence with existing use in this band to the extent necessary; (iii) the initiation of the appropriate measures, supported by the launch of a stakeholder consultation process where appropriate, in order to allow the use of this band in accordance with the applicable legal framework at Union level, including the harmonised technical conditions of this Decision. |

|  |  |
| --- | --- |
| (10) | Cross-border agreements between Member States and with non-EU countries may be necessary to ensure that Member States implement the parameters set by this Decision, thus avoiding harmful interference and improving spectrum efficiency and non-fragmentation in spectrum use. |

|  |  |
| --- | --- |
| (11) | Decision 2008/477/EC should therefore be amended accordingly. |

|  |  |
| --- | --- |
| (12) | The measures provided for in this Decision are in accordance with the opinion of the Radio Spectrum Committee, |

HAS ADOPTED THIS DECISION:

Article 1

Decision 2008/477/EC is amended as follows:

|  |  |
| --- | --- |
| (1) | in Article 2, paragraphs 1 and 2 are replaced by the following:  ‘1.   Member States shall designate and make available, on a non-exclusive basis, the 2 500-2 690 MHz frequency band for terrestrial systems capable of providing electronic communications services, in compliance with the parameters set out in the Annex to this Decision.  2.   Member States implementing time division duplex or “downlink-only” use outside the 2 570–2 620 MHz sub-band on the date when this Decision takes effect may request a transitional period for the implementation of this Decision, pursuant to Article 4(5) of Decision No 676/2002/EC.’; |

|  |  |
| --- | --- |
| (2) | the Annex is replaced by the text in the Annex to this Decision; |

|  |  |
| --- | --- |
| (3) | Article 3 is replaced by the following:  ‘Article 3  Member States shall report to the Commission on the implementation of this Decision by 30 April 2021.’ |

Article 2

This Decision is addressed to the Member States.

Done at Brussels, 8 May 2020.

For the Commission

Thierry BRETON

Member of the Commission

---

---

ANNEX

‘ANNEX

PARAMETERS REFERRED TO IN ARTICLE 2

A.   DEFINITIONS

Active antenna systems (AAS) means a base station and an antenna system where the amplitude and/or phase between antenna elements is continually adjusted resulting in an antenna pattern that varies in response to short term changes in the radio environment. This excludes long-term beam shaping such as fixed electrical down tilt. In AAS base stations the antenna system is integrated as part of the base station system or product.

Non-active antenna systems (non-AAS) means a base station and an antenna system that provides one or more antenna connectors, which are connected to one or more separately designed passive antenna elements to radiate radio waves. The amplitude and phase of the signals to the antenna elements is not continually adjusted in response to short term changes in the radio environment.

Synchronised operation means operation of two or more different time division duplex (TDD) networks, where simultaneous uplink (UL) and downlink (DL) transmissions do not occur, that is at any given moment in time either all networks transmit in downlink or all networks transmit in uplink. This requires the alignment of all DL and UL transmissions for all TDD networks involved as well as synchronising the beginning of the frame across all networks.

Unsynchronised operation means operation of two or more different TDD networks, where at any given moment in time at least one network transmits in DL while at least one network transmits in UL. This might happen if the TDD networks either do not align all DL and UL transmissions or do not synchronise at the beginning of the frame.

Semi-synchronised operation means operation of two or more different TDD networks, where part of the frame is consistent with synchronised operation, while the remaining portion of the frame is consistent with unsynchronised operation. This requires the adoption of a frame structure for all TDD networks involved, including slots where the UL/DL direction is not specified, as well as synchronising the beginning of the frame across all networks.

Equivalent isotropically radiated power (EIRP) means the product of the power supplied to the antenna and the antenna gain in a given direction relative to an isotropic antenna (absolute or isotropic gain).

Total radiated power (TRP) means a measure of how much power a composite antenna radiates. It equals the total conducted power input into the antenna array system less any losses in the antenna array system. TRP means the integral of the power transmitted in different directions over the entire radiation sphere as shown in the formula:

![Image 1](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABOAVEDASIAAhEBAxEB/8QAHAABAAIDAQEBAAAAAAAAAAAAAAYHBAUIAwIB/8QAPRAAAQMEAgECBAQDBgMJAAAAAQIDBAAFBhEHEiETMQgUIkEyUWFxI0KBFRYXV2LRVpGVGCUzUpKToaLB/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/AOy6UpQKUpQKUpQKUpQKUpQKVFMg5Fw+x5fa8Rn3pgX66PJajQG9uO+QSFLCfwJ8HyrW/tupWPI3QKpXnTGLbd5kyz2kz7hnWQNIFsJmOBFkaR1SqWCkj5doEEkjanFnqArZAuqoHlPEeFZJkU3ILpHu5uE1lDEhyPe5kdK20DSUdG3EpCRsnWtbJPuTsIxybeM4s+ZWWy2vLYNvtzttky5LqrV8082xFZ7OyHCpQG1OLZQEjQ0VnZOgJDwDMzO8cd23I80usaXKvERmY1HZgJjiKlYKgnYUe+0lB8gEHf7DKcxXj6Vkku3Oriv3hVg/sd2Eq4qLrdtX4KA132hKtDawAToefFb/AAzGbVidhYstnTJEVkAAyJLj7itAJG1rJUfCUgD2AAAAAoNyfaub81zXlGBf8njW/LrUswbzbLRBjM2MKQqVNUk+kpxa/IbbWglW/qUSPo9q6Q+1V3keE8ZwrYLXfX2reLpfDdGnX7y7HkPXFQ6d2nfUC+5SegSg/h8AaoJrj0W5Q7PHjXe5puk1AIdlJjhgOHZ0egJCfGh7/as+vGBFYhQmIcVv02GG0tNI2T1SkaA8+fYV7UClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClQa5cv8ZW64ybfOzixR5UV5TD7S5QCm3EkpUhQ+ygQRqtriGd4flsmVGxrIrddnoiQqQ3GeC1NAkgdh9tkGgklKgrnMXF7UtyK/ndgYeadLTqXpaW/TWNgpV211UNHwdHxUruV6tNusjl7nXGLHtjbQeXLW6A0ls60sq9uvkefagz6VD7Fyjx3fLkxbrTmdjly5CurDKJiezx8+EAn6z4P4d+1TCgUrVTcgtUPI7fj8iQtFwuDbrkVv0llKw0Elf1gdQQFA6J2RvXsaZBkNqscVmRcJCgJD3y8dDLSnXHneqldEIQCVK0hZ0B/KaDa0r5aWl1pLie3VSQodklJ0fzB8j+tfVBRfM9ltNp5P4mNtt0WIqRlch95TTQSpxxxlSlqUfcknySfyH5CrzR+EftVP8AKWF8k5RnmNXq2vYnHgY1c1TorchyQXZIKQnSylGkHXb27eSD9tG1rQbgbaybq3Fbm9f4qIy1LbB3/KpQBI1r3AoMuovy3ki8Q4xyTJmvL9utrz7A67BdCT6YP6dindSiqX+Nm4fI/DjkTSVqQ5MXFjJI1/NIQSPP+lKvbZoNtwlxnjVmxvF8lkWuK7lYthdmXRO/VkPykocfWtXj1CVeAVbKR4GgTVpVjWqOmJbI0VClKSyyhtJV7kBIHn/lWTQD7VQnF2LY5yxLzPMsvtTVzceyNcK1OOjq5FhwnE+ilpQ+pvssKUsDXYnR2Pe8LxKTBtMyatQSmOwt0k+wCUk78ftVPfBA0tPw5WKU6ezkuRMfWonalEyXBsk+Sfp+5P70F2DxSlQy98q8dWS9SLLeMyssC4xlBL8Z+SEON7AI7A+w0Qd+2jugmdKxbTcrfdraxcrXOjToUhHdmRHdDjbifzSpJII/atHYM2tV/wAouNjsrE2ei2LUzOuLTafk2ZCdbj+oVArdAUNhAUE+yiD4oJNSo1lWe4fi8tMS/ZBBgySyXyytZU4hoHRdUlIJS2D/ADq0n9akbLjbzSHWXEONrSFIWk7CgfIIP3FB9UpSgUqNX/M7dYcmg2e8RZ0Ni4dG4lzW1uGt9SikR1OAn03Doa7gJV2ASSfFSWgUr5ecbZaW684lttCSpa1HQSB5JJPsK8bZPg3OAzPtsyPNhvpC2X47qXG3En2KVJJBH6igyKUpQKVplZTYRlqcUTcEu3osfMLitNrcLTf2U4UgpaB+3cjt9t1i5fnOJ4m6yzkF7jQn30KcbZPZbpbSCVOdEAqCEgHayOo+5FBI6VH15riyJ9mhKvUXvfG/UtbgJLMsa2A27r01KIOwnt2I2QCBUgoFK0+ZZPZcRsD9+yCU5EtsfXrPpjuOhsH7qDaVED9da8isiTfLRGsBv8u5RYtqDCZCpchwNNJbIBClKVoAaI9/zoNhSo/h2a4vl3zIx68MTnIoQX2gFIdbStPZClIWAoJUPKVa0R7E1t7pOj222yLhK9b0I7Zcc9Jlbq+o8nSEAqV+wBNBk0rUYbk1jzDHIuRY3cEXC1yu/oSEIUkL6rKFeFAEaUkjyPtW3oFKUoOeeWcYtFsvXFXE1kZLcK55M7eZndXZx9MbtIdK1kgkqUv99AAe2qum3Y1arXlV7ytkOC4XdmO3LUte0BDAWEBI14/Grf5+PyqBPY/lNw+KKJlUzHVt4zbLC9b4c0yWCTJcWFqc6BXqBBTtA8b2N6AJqY8tpyF3ji+xMUtguN6lQ3I0RpTrbaUrcSUd1FZCdJB7a++tfeg504f5Bx9PH2TL/su63XJ+QL3cpVut4t7oRKUslttpL6wGglIBUr6z0T3/AC1U5vMG58TfBVOtd3netc4FhciqdDpUG3ZCihCEKA8hBdCU+P5R9vNeOR8ZZO98NWE2Oy2cx8rxV+3zmIa5zaSZDKtO6eCugCgtxQO/Yga34rf/ABB2XLc1x3GLLbMQkSoTt4izr425NjIWzHaX2UyOy+q1kn3G06T+o0FfZBbY2XcNYTxNhltm3G7QHbcJlx+RfYYtXo9VPSC64AkqJKgEJJJ7K17V1FrxQCv2g5glWNEDIPlZec4RbLtbmMhhuXd6+oE552aSqM462QFJU14SQVEp19OhWXitlxiQrFGU5Dhplx8nj3GRAGRx5XqFMRccCOhLaUhRUps9QNq9MKKis+JjlWNZHJyS4yI/DPGd3ackKUidNlpS/IB9luAxVEKP3+o/vXnj2M5Ixf7e+/wlxhbmm5Taly4kxJejpChtxsfKja0jyBseQPI96C5vCU7J8D3NQD/GviX/ADGxj/qLf+9WBUUzL+42J47PybIYFph2+ElT8h9cJCiCr6ToBO1KVsJ0PJ3qg1X+NfEv+Y2Mf9Rb/wB6f418S/5jYx/1Fv8A3qQWu0YneLNEuESy2t6FMiNqYKoKB2YVpxCepTsD2PU+x/WstWN48p0OqsVrLgdU6FGG3sLVrsvevxHQ2fc6oPvGcgsmS2lF2x+6wrrAcUpKZER5LiCUnRGx9wapT47VJVw3AgqWyhM7IIUdRcX10PrVsf8Ap8/pur3hxY0NhLESO1HaT+FDSAlI/YDxVEfGy0qTimDQmUes+/mkBDbKRtTh6ujQH39x/wA6C/EAJSAPYeK/a/E+39a/aCNcqyvkuMMqmBaEFizS3Apf4QQys7P6VB/g2ZSz8NeIJSnr2YfX+PtsmQ4d7/8Az7e1Sfnx9uPwhm7jqtJ/sGYnf6llQH/yRWr+FyO7G+H3C2nmVMqNqbX1UnR0olQOv1BB/rQWUfaucMDzWwQ+b+Wsju5mS3XZrFogRYdsflurREbKXUI6IPhThAIOh2+/tXQ10ekRrdIfiQnJ0htsqajoWlCnVD2SFKIA2fuTVc/DJi9+xXjH5DKbYbdfJFylzJyA+26hxbrpUFoKCfp69Rone0n7aoIHhEPKOKPhXzK93CIu23R9dwusK29x/wB2B3SWm/B19J04QD99eDurT4tt1twnhSxxmEqMS3WZD7qkJ+pxXp+o4vX/AJlKKj+5rYcs40vL+MsjxlkpD1ytr0dgn2DhSehP6dgmovx5NRn/AAM5YfUXCu6bS5Y7qys9HYUxLJZcSoaPXSvqB15BBG6CmcEzqLD4KzjNb/j9+fyLLWJ0+TIXY5DkMtlCm4zJfCehZSgpHvod1fcGuguCYMu28MYdBneqJLNliJdS476ikq9JJ67/AE3oD7Aa2dbquYWC5rlfGmKcXZDYUY/jttjRWL/IM1p1dwTGCejccNE9UrWgKUpfUhPgAndWBneW3SxZxhOMWWBFl/23MeRMSoHvHitN9lOpAIAAJSNnY8ge5FBlcnZ1Gw6PbIjMNdzvt7liFaLa2sIVIeI2VKUfwNIGitej1BHgkgVAsl5RzRiLlRs8TGlHB7W2/kEmQp4tSZvpequLGSCClISD/EWT5UlPX3I3vMeNX97McM5Dx+LDuUjFHJfzFukPpYL7EhsIcU26r6UuICdgKISQTsjXmpeMsfzbkfiq429m2myWfOb1KvN5vUqQhbrkVx0BLEdlKlKClIbSglfVKU712JGgu/JE23kvgiW6uKsQshx/5hptbfqLa9Rn1GyBo7WhRSRoH6kgjzUCtHME+zfDDh2czY0eTNuBiW56RKcUhhhallpUl5Sex6DoVHXkk68bqecv5BAwPiieuK2UvfKi3WeEysh2RJWn02GGgPqKt68J2QEk/atBbMaybCOD8RxO1YzAyn5VtmLf7c642n1Y60LL5a7lKFKDihoK8KG9+TugyW7tyO7ZslcurWF3OzCzmTarpCS6qPKV1V3bdZLqiU9R7pVrRHk7IESf5HumKfCHaORMasWO29TEaO85a0R3ExUtuvemUtBKgUnssK2SR+L891lYDgeQY8rkR2z4u5YceusIN2nGxOacUqV6agt5OllphKyoDr2/l2daArT5Bx9nM74M2ONWcac/vIhmNEUwqbHCAG5CXS5379SkhOtfi2fbXmgl3+ImcWrkzELTkllsaLBl3rNw1wHnXZEJ1DQcSl5Z/hr7Dx9AA9yCQnarGzi9pxzCr3kSkeom2W9+YU6329NtS9a2N+351WfIVjzC75xxZdYGIPri2GQqVc1GbGSqP6jQaLaezhKynyo6OiAPJPtZGf2RWR4FfsdQsoVc7bIhhQIHUuNqQD53+dBD/hvtSLZw9ab7PeRIu1/jC83aev8A8SQ6+PV2tX+hCkoA9gE+KqXiPkm2jH855UvtmyGTPvr0l1iSixyXYjFujpKGGvWQkpCAQorII87J1rdW1wBKTfuAbHa1LcgzIVt/sWahCiHYsiOksOJO/KVgp3/Ue40ag9iwPkOfw7Z+HJ9mZsNsYSIl6vKZ7TvzMRLpKkxUI2oLdGtqdSkJBV4UaDdcI4bHyP4RbBid+Q6pm42YnsoHu36i1ONLTv2KNoUk/bQ1WXxRym0PhlhchZg+oO2yC43cldwp115hamfPkD1HFJSQDrysfbzVi3+6WbCcKlXOWpuFarPCKyN+ENtp0lI37nwEgfckVQ1p4vym6fBjAxWI1HF+mKReHYcgBtD5VK+Z9BZP4SUlI+r7jR0PYPPm+5cmZHxvYLNkMCwWuJnN6g235CN8wqZAbccS9/Ec2EuEIbUlwBAA2fJFbjnO+szudMKwadbrpOsVrjKyO4xbfb3ZapCkLLUZKkNgnolzydgp2U7/ADr0zSzctX/kLBczViFvVDs70hQsS7u0kxXXGghMh54JIXpSlHq2CUpQCNlRA31xsmaY/wAxS84t2MoyNN1x2PAebjTmY3y0ppwqIPq6JZUFA9h2UOp2k+KDScd5BHyj4osuv8dm42+FaMWhwpCJkNcQ91uqeCnkOgKCgnfU+B13714ZXytnVw4lyTkrHIdjt2KxmXU2354P/OzUBRa+YSpKkpaBUQUJIUTryRsES/DeNbtAwDLmbxdm3cvzD5l+5T2Fr9Jh1xtTbTbJP1BppJSlO/Pg+3gCsb1gfLd24As/HysUgQo9m+TZmxG7q0XLy206CoIUNIaQQnue57KUdaHXagn9ivcbibhzA8XahPXLIbhFjwLbbQoNrkSlIC3FKJ/A0hSiVr0eoI9zreHknKGaMRcpNniYyo4Ra238gkyFvFmTN9L1XIsZIIKUhIP8RZPlSU9fcjLz7H83m3fBeSU2i0ru+MOTVS7KJoCVRpKAg9JCwlPqtoSCe3VCiVeQAN1txlj+a8j8V3G3s202Sz5ze5V5vN6lSELdciuOgJYjspUpQUpDaUEr6pSneuxPgP3/ALbeFf8ACd7/APcb/wB6Ven+E/Hf/CkD/wC3+9KCa0pSgUpSgUpSgUpSgVy/8QGUWHO4udQJN6tqbNiFumMRoSpbYduF59E/WGlKBUiOFEDx5cUSOxQAeoKgfMWDnKOP79Z7FarALvdYq4yZM9rqlv1NhTnZCFK7AEkf6tboIvg2UrvXB1nhYLklkjXC1WiA1dprqTIRbUfKBalBAIS44AAOpUANkq/D1Ne2TJ+Zrg3xiy5yRGYuGdtuyRH/ALtx1CHHbZ9VTnbt9ewUaB6/i/TVWbd8Ayxz4d0YFZXLBacgftrNtmS2luBjoAG3XEkIC1KU2DoEDyrRPjZ+sj47yZnlPFcnxGTYGrdZ7MbOpm4oeUuO0XEEutBvQcV6aegStSQN780FjY1EucGww4l6uqbtcGmgmRNTGTHD6vur00khP7Amqc+JRhu4cn8N2n1f468n+cS0OxKkMJStStD8vHn9fy3V0Xqaq22abcExnpaosdx4MMp7OO9UlXRI+6jrQ/U1UGGTk8rcu2HkO3Q7jGxzHrM83FcmxVsLdnyj1eQlKh9QabQEqWnaSpWgTo0F1j2pSlBWHxWyG43w8Zo44+lkKtxbCirW1LWlIT+5J1r77qW8Y2xdl43xqzuocQ5BtMWOpLn4gUNJSQfA87H5Cqq5PvieWZDvFdotd3aLGRMtXuQ/DcRHRBjqDqnUuEdFd1pS2hO9k7VrqATe48CgUpSgVq047ZE5KrJG7bHbu62Pl3JbaejjrfjSVkfjA147b6+da2a2lKBXh8nE+fE/5Vj5sNeiH/THqenvt07e/XY3r23XvSgxL1b2LtZ5trlF0MTI647pacKFhK0lJ6qHlJ0TojyK8MXsdtxvHLfYLQx8vb7fGRGjt72UoQNDZ9yfHknyTsmtlSg1MnGrFJyWPkkm1xn7vFZLMaW6juthB3sN7/ATs7KdEjwSRW2pSgUpSgUpSgjTGE2iLmysstzk23zHwfnmIsgojTldeqVvNfhUtI9ljSvbZIAFSWlKCOZXhdlyi5W+VfkyZse3uB5mAt9QiqdB2lxxoaDik/bvsD3A35qR0pQKUpQKUpQYl6t7F2s821yi6GJkdcd0tOFCwlaSk9VDyk6J0R5FeGL2O243jlvsFoY+Xt9vjIjR297KUIGhs+5PjyT5J2TWypQKUpQKUpQKUpQKUpQKUpQKUpQKUpQYd9ucOy2SdeLg6GYcGO5JkOH2Q2hJUo/0ANV/h3JV0n5BjcDIceZtMfLIDs6yOImF1zTaUOei+goSEOltYXpJUPCx/LszPOrGjJsKvmNuPFlF1t78JTg90B1tSN/07bqk+HJD2eZXiaJDaIz3F8R+3XEhZKZc5bCY4U0ND+EEJcVtWjtYHXQ2Q6FpShGxqgqvM+Vp1nfyifasebuVhxBxpu9ylTCh1a1JStxEdAQpKy0haFK7qT5JSB96s+FJYmQ2ZcZxLrDzaXG1p9lJUNgj9wRXOOfwrhasuznjCH8up7kxaZVvlqeUERA42GZAdT1J2A0pSeu+2wD11uuirXCZt1tjQIwUGYzKGW+x2eqUhI2fudCgyaUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQf/Z)

where P(θ,φ) is the power radiated by an antenna array system in direction (θ,φ) given by the formula:

![Image 2](data:image/jpg;base64,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)

where PTx denotes the conducted power (measured in Watts), which is input to the array system, and g(θ,φ) denotes the array system’s directional gain along the (θ, φ) direction.

B.   GENERAL PARAMETERS

|  |  |  |
| --- | --- | --- |
|  | (1) | The assigned block size shall be in multiples of 5,0 MHz; |

|  |  |  |
| --- | --- | --- |
|  | (2) | Within the 2 500–2 690 MHz frequency band, the duplex spacing for Frequency Division Duplex operation shall be 120 MHz with terminal station transmission (uplink) located in the lower part of the band starting at 2 500 MHz and ending at 2 570 MHz, and base station transmission (downlink) located in the upper part of the band starting at 2 620 MHz and ending at 2 690 MHz; |

|  |  |  |
| --- | --- | --- |
|  | (3) | The 2 570–2 620 MHz frequency sub-band shall be used for Time Division Duplex or for base station transmission (“downlink-only”). Any guard band required to ensure compatibility of frequency use at either the 2 570 MHz or the 2 620 MHz boundary shall be decided on a national basis and taken within the 2 570–2 620 MHz frequency sub-band. |

C.   TECHNICAL CONDITIONS FOR BASE STATIONS – BLOCK EDGE MASK

The following technical parameters for base stations, called Block Edge Mask (BEM), are an essential component of conditions necessary to ensure co-existence between neighbouring networks, in the absence of bilateral or multilateral agreements between operators of such neighbouring networks. Less stringent technical parameters, if agreed among all affected operators of such networks, may also be used provided that these operators continue to comply with the technical conditions applicable for the protection of other services, applications or networks and with obligations resulting from cross-border coordination.

The BEM consists of several elements given in Table 1. The in-block power limit is applied to a block assigned to an operator. The baseline power limit, designed to protect the spectrum of other operators within the 2,6 GHz frequency band, and the transitional region power limit, enabling filter roll-off from the in-block to the baseline power limit, represent out-of-block power elements.

Power limits are provided separately for non-AAS and AAS. For non-AAS, the power limits apply to the mean EIRP. For AAS, the power limits apply to the mean TRP [(1)](#ntr1-L_2020149EN.01000602-E0001). The mean EIRP or mean TRP are measured by averaging over a time interval and over a measurement frequency bandwidth. In the time domain, the mean EIRP or mean TRP is averaged over the active portions of signal bursts and corresponds to a single power control setting. In the frequency domain, the mean EIRP or mean TRP is determined over the measurement frequency bandwidth as given in Tables 2–8 below [(2)](#ntr2-L_2020149EN.01000602-E0002). In general, and unless stated otherwise, the BEM power limits correspond to the aggregate power radiated by the relevant device including all transmit antennas, except in the case of baseline and transition requirements for non-AAS base stations, which are specified per antenna.

The additional baseline limit for FDD AAS base stations is an out-of-block power limit which may be applied in order to reduce the necessary coordination zone with radio astronomy service (RAS) stations and protect the RAS in the adjacent frequency band 2 690–2 700 MHz in specific geographical areas.

Measures applicable at national level, such as pfd limits, in order to protect the various types of radars operating above 2 700 MHz would remain applicable, noting that it may be more complex for operators to comply with the pfd limit since AAS systems cannot be fitted with additional external filters.

Equipment operating in this band may also make use of EIRP or TRP limits other than those set out below, provided that appropriate mitigation techniques are applied which comply with Directive 2014/53/EU of the European Parliament and of the Council [(3)](#ntr3-L_2020149EN.01000602-E0003) and which offer at least an equivalent level of protection to that provided by the essential requirements of that Directive.

![Image 3](data:image/jpg;base64,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)

Explanatory note to the Figure

The applicable BEM limit is always the one immediately above the respective number (i.e. 1 to 5).

Table 1

Definition of BEM elements

|  |  |
| --- | --- |
| BEM Element | Definition |
| In-block | Refers to a block for which the BEM is derived. |
| Baseline | Spectrum within 2 500–2 690 MHz used for WBB ECS, with the exception of the block assigned to the operator and the corresponding transitional regions. |
| Transitional region | Spectrum within 0 to 5,0 MHz below and 0 to 5,0 MHz above the block assigned to the operator. Transitional regions do not apply to TDD blocks assigned to other operators, unless networks are synchronised. The transitional regions do not apply below 2 500 MHz or above 2 690 MHz. |
| Additional baseline | Spectrum between 2 690 –2 700 MHz. |

Coexistence of geographically adjacent networks using also adjacent frequency blocks within the 2,6 GHz frequency band may need specific measures to mitigate radio interference. Typically, a frequency separation of at least 5 MHz should be applied in the case of two adjacent unsynchronised TDD networks or a TDD network adjacent to an FDD network. Such a separation should be implemented by either leaving a 5 MHz block unused as a guard block, or through usage of such a 5 MHz block under more restrictive BEM parameters (restricted spectrum block). Any usage of a 5 MHz guard block would be subject to an increased risk of interference.

To achieve coexistence of adjacent FDD and TDD networks, the restricted spectrum block 2 570–2 575 MHz (except in TDD uplink-only operation in this block) should be introduced for all adjacent configurations of (i) FDD-AAS to TDD-non-AAS; and (ii) FDD-non-AAS to TDD-AAS. Furthermore, the frequency block 2 615–2 620 MHz, which is immediately adjacent to the FDD downlink, may suffer an increased risk of interference due to the emissions from the FDD downlink.

The BEM for a spectrum block, other than a restricted spectrum block, is built up by combining Tables 2, 3 and 4 in such a way that the limit for each frequency is given by the higher value out of the baseline and the in-block power limits.

The BEM for a restricted spectrum block is built up by combining Tables 3 and 5 in such a way that the limit for each frequency is given by the higher value out of the baseline and the in-block power limits.

Furthermore, for base stations with restrictions on antenna placement, i.e. where base station antennas are placed indoors or where the antenna height is below a certain height, a Member State may use alternative BEM power limits on a national basis. In these cases the BEM for a restricted spectrum block for non-AAS may be in line with Table 6, provided that at geographical borders to other Member States, Table 3 applies and that Table 5 remains valid nationwide. For AAS with restrictions on antenna placement, alternative national measures compared to Table 3 or Table 5 may be required on a case-by-case basis.

Table 2

In-block power limit for non-AAS and AAS base stations

|  |  |  |
| --- | --- | --- |
| BEM element | Non-AAS EIRP limit | AAS TRP limit |
| In-block | Not obligatory.  In case an upper limit is set by a Member State, a value between 61dBm/5MHz and 68 dBm/5 MHz per antenna may be applied. | Not obligatory.  In case an upper limit is set by a Member State, a value between 53dBm/5MHz and 60 dBm/5 MHz per cell[(\*1)](#ntr*1-L_2020149EN.01000602-E0004) may be applied. |

Table 3

Baseline power limit for non-AAS and AAS base stations

|  |  |  |  |
| --- | --- | --- | --- |
| BEM element | Frequency range | Non-AAS maximum mean EIRP limit per antenna | AAS maximum mean TRP limit per cell[(\*2)](#ntr*2-L_2020149EN.01000602-E0005) |
| Baseline | FDD downlink;  TDD blocks synchronised with the TDD block under consideration;  TDD blocks used for downlink-only[(\*3)](#ntr*3-L_2020149EN.01000602-E0006);  The range 2 615–2 620 MHz. | + 4 dBm/MHz | + 5 dBm/MHz[(\*4)](#ntr*4-L_2020149EN.01000602-E0007) |
| Frequencies in the 2 500–2 690 MHz frequency band not covered by the definition in the row above. | – 45 dBm/MHz | – 52 dBm/MHz |

Explanatory note to Table 3

Both the EIRP and TRP limits are integrated over a bandwidth of 1 MHz.

Table 4

Transitional region power limit for non-AAS and AAS base stations

|  |  |  |  |
| --- | --- | --- | --- |
| BEM element | Frequency range | Non-AAS maximum mean EIRP limit per antenna | AAS maximum mean TRP limit per cell[(\*5)](#ntr*5-L_2020149EN.01000602-E0008) |
| Transitional region | –5,0 to 0 MHz offset from lower block edge, or 0 to +5,0 MHz offset from upper block edge | + 16 dBm/5 MHz[(\*6)](#ntr*6-L_2020149EN.01000602-E0009) | + 16 dBm/5 MHz[(\*6)](#ntr*6-L_2020149EN.01000602-E0009) |

Table 5

In-block power limit for non-AAS and AAS base stations for restricted block

|  |  |  |  |
| --- | --- | --- | --- |
| BEM element | Frequency range | Non-AAS EIRP limit per antenna | AAS TRP limit per cell[(\*7)](#ntr*7-L_2020149EN.01000602-E0010) |
| In-block | Restricted Block spectrum | + 25 dBm/5 MHz | + 22 dBm/5 MHz[(\*8)](#ntr*8-L_2020149EN.01000602-E0011) |

Table 6

Power limits for restricted block for non-AAS base stations with additional restrictions on antenna placement

|  |  |  |
| --- | --- | --- |
| BEM element | Frequency range | Maximum mean EIRP limit |
| Baseline | Lower band edge of 2 500 MHz to –5,0 MHz offset from lower block edge, or +5,0 MHz offset from upper block edge to upper band edge of 2 690 MHz | – 22 dBm/MHz |
| Transitional region | –5,0 to 0 MHz offset from lower block edge, or 0 to +5,0 MHz offset from upper block edge | – 6 dBm/5 MHz |

Table 7

Additional baseline power limit for FDD AAS base stations with regard to Radio Astronomy Service

|  |  |  |  |
| --- | --- | --- | --- |
| BEM element | Frequency range | Case | TRP power limit per cell |
| Additional baseline | 2 690–2 700 MHz | A | + 3 dBm/10 MHz |
| B | Not applicable |
| |  |  | | --- | --- | | Case A: | This limit yields a reduced coordination zone with respect to RAS stations. |  |  |  | | --- | --- | | Case B: | For situations where additional baseline is not considered necessary by the concerned Member State (e.g. where there is no nearby RAS station or situation where no coordination zone is required). | | | | |

Explanatory note to Table 7

These power limits may be applied to reduce the size of the coordination zone with RAS in specific geographical areas. Depending on the size of the necessary coordination zone to protect RAS station(s), cross border coordination may also be necessary. Additional measures may be needed on a national basis in order to protect RAS stations.

D.   TECHNICAL CONDITIONS FOR TERMINAL STATIONS

Table 8

In-block power limits for terminal stations

|  |  |  |
| --- | --- | --- |
| BEM element | Maximum mean EIRP limit (including Automatic Transmitter Power Control range) | Maximum mean TRP limit (including Automatic Transmitter Power Control range) |
| In-block | + 35 dBm/5 MHz | + 31 dBm/5 MHz |
| |  |  | | --- | --- | | Note: | EIRP should be used for fixed or installed terminal stations and the TRP should be used for the mobile or nomadic terminal stations. | | | |

’

---

[(1)](#ntc1-L_2020149EN.01000602-E0001)  TRP is a measure of how much power the antenna actually radiates. EIRP and TRP are equivalent for isotropic antennas.

[(2)](#ntc2-L_2020149EN.01000602-E0002)  The actual measurement bandwidth of the measurement equipment, used for purposes of compliance testing, may be smaller than the measurement bandwidth provided in those tables.

[(3)](#ntc3-L_2020149EN.01000602-E0003)  Directive 2014/53/EU of the European Parliament and of the Council of 16 April 2014 on the harmonisation of the laws of the Member States relating to the making available on the market of radio equipment and repealing Directive 1999/5/EC ([OJ L 153, 22.5.2014, p. 62](./../../../legal-content/EN/AUTO/?uri=OJ:L:2014:153:TOC)).

[(\*1)](#ntc*1-L_2020149EN.01000602-E0004)  In a multi-sector base station, the radiated power limit applies to each one of the individual sectors.

[(\*2)](#ntc*2-L_2020149EN.01000602-E0005)  In a multi-sector base station, the radiated power limit applies to each one of the individual sectors.

[(\*3)](#ntc*3-L_2020149EN.01000602-E0006)  Introduction of FDD AAS does not impact the downlink-only usage condition for non-AAS/AAS.

[(\*4)](#ntc*4-L_2020149EN.01000602-E0007)  When applied for the protection of spectrum used for downlink transmissions, this baseline limit is based on the assumption that the emissions come from a macro base station. It should be noted that small-area wireless access points (small cells) may be deployed at lower heights and thus closer to terminal stations, which can result in higher levels of interference if the above power limits are used.

[(\*5)](#ntc*5-L_2020149EN.01000602-E0008)  In a multi-sector base station, the radiated power limit applies to each one of the individual sectors.

[(\*6)](#ntc*6-L_2020149EN.01000602-E0009)  This limit is based on the assumption that the emissions come from a macro base station. It should be noted that small-area wireless access points (small cells) may be deployed at lower heights and thus closer to terminal stations, which can result in higher levels of interference if this power limit is used. For such cases, Member States may establish a lower limit on a national level.

[(\*7)](#ntc*7-L_2020149EN.01000602-E0010)  In a multi-sector base station, the radiated power limit applies to each one of the individual sectors.

[(\*8)](#ntc*8-L_2020149EN.01000602-E0011)  It is noted that in some deployment scenarios this limit may not guarantee interference-free uplink operation in adjacent channels, although this would typically be mitigated by building penetration loss and/or difference in antenna height. Other mitigation methods may also be applied on a national level.

---

[Top](#document1)