Intelligent solutions for a
professional workflow in broadcast IT
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)
At this year’s IBC, the KVM experts from Guntermann & Drunck once more – and more than ever – will focus on the convergence between professional broadcast and powerful IT technology. With the transition to digital video formats including ever-increasing resolutions, new transmission standards taking in account the shift in consumer behaviour and more connected workflows in broadcast, previous limits of technology merge more and more.
Today, KVM technology has become an integral part of broadcast applications since it is not only considered an operational aid, but helps turning heterogeneous platforms into homogeneous user platforms. Thanks to KVM, the most diverse system can be operated easily from the same console or within a consistent infrastructure. The latest developments G&D will present at IBC further emphasize the support of original broadcast applications.
Accessing systems across locations and expanding installations
Installations stored at distributed locations to support decentralised processes of the broadcast workflow now benefit from G&D’s matrix grid, which allows working across locations. With this new function, several KVM matrix systems can be interconnected and thus are able to communicate bidirectionally. The result: each connected console is able to access each connected computer within the entire system, even across locations and across distances up to 10,000m when using optical fibres. The topology of the network in such grid structures hardly knows any limits. Therefore, they can be completely adapted to individual circumstances.
Thanks to the matrix grid, expanding a system and implementing extremely large installations with hundreds or even thousands of consoles and computers could not be easier. The limit is defined by the user alone, whereas the experts from G&D give advice about the optimal design.
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G&D matrix grid for the optimal connection of several matrix systems: now
each connected user can access all systems included in the grid. The KVM
signals are auto-routed by the system.
High video quality with adaptable components
Of course, the focus of this year’s IBC will again be on 4K resolutions. At the exhibition stand, the KVM manufacturer will present solutions for lossless transmission of 4K/Ultra HD at full 60 Hz as well as new possibilities to extend and distribute high resolutions via matrix systems. Presented for the first time at IBC, the new compression level – level 3 high dynamic image processing – provides existing installations with even more brilliant images.
The HDIP level 3 is already included in the new DP-HR-DH components. Offering two functions in one, these components provide users with even more flexibility: originally intended to be used within a matrix, the devices including DisplayPort connector can be used as transmitter and receiver to establish a direct point-to-point connection. A special feature hidden behind the abbreviation DH is the possibility of dual-head operation. For the time being, the devices support a video bandwidth of 300 MPxl/s allowing, for example, a transmission of 2K at 60 Hz or 4K at 30 Hz. At the same time the devices offer a connector for a second DisplayPort source or, at the console side, a second monitor. In this case, both video signals share the bandwidth of the transmission line while users are able to enjoy dual-head graphics with less cabling. Especially when additionally using a matrix switch, the aspect of transmitting two video signals via one line becomes extremely interesting. In addition to transmission lines, this way of connection also saves interfaces at the central switch. Thus applications require a smaller and therefore less expensive expansion stage.
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DP-HR-DH DisplayPort KVM extenders for matrix switch applications, transmitter
and receiver: two video interfaces but only one transmission line.
Direct integration of broadcast signals in KVM systems
To merge broadcast and IT even further, G&D offers an I/O-Card-Multi for their modular matrix systems. Until recently, I/O cards of the ControlCenter-Digital supported only the wide spectrum of signals provided by G&D’s portfolio. But the IT landscape and especially common broadcast applications use many more standards. An aspect the I/O-Card-Multi takes into account: independent devices can be connected and their signals are switched and transmitted transparently. This way, SDI and multi-channel audio (MADI) can be easily switched together with KVM signals. Of course, this will also be presented at stand B10 in hall 1.
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)
The new I/O-Card-Multi – more signals for common broadcast applications.
With the new position of the stand at IBC 2015, G&D move further into the centre of the exhibition and now present their solutions at stand B10 in hall 1. Here, the G&D team look forward to discuss their equipment with experienced KVM specialists or gladly introduce the topic to first-time visitors. Tickets to attend IBC for free are available under http://www.gdsys.de/en/events
More information:
Guntermann & Drunck GmbH
Dortmunder Straße 4a
D-57234 Wilnsdorf
Phone: +49 (0) 27 39 / 89 01 - 100
Fax: +49 (0) 27 39 / 89 01 - 120
http://www.gdsys.de/en
E-mail: sales@gdsys.de