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Khalaf Khaled - Data Transmission at Millimeter Waves Exploiting the 60 GHz Band on Silicon

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Khalaf Khaled Data Transmission at Millimeter Waves Exploiting the 60 GHz Band on Silicon

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Springer-Verlag Berlin Heidelberg 2015
Khaled Khalaf , Vojkan Vidojkovic , Piet Wambacq and John R. Long Data Transmission at Millimeter Waves Lecture Notes in Electrical Engineering 10.1007/978-3-662-46938-5_1
1. Introduction
Khaled Khalaf 1
(1)
SSET-CSI, IMEC, Leuven, Belgium
(2)
SSET-CSI, IMEC, Leuven, Belgium
(3)
SSET-CSI, IMEC, Leuven, Belgium
(4)
Faculty of EEMCS, Delft University of Technology, 2628 CD Delft, The Netherlands
Khaled Khalaf (Corresponding author)
Email:
Vojkan Vidojkovic
Email:
Piet Wambacq
Email:
John R. Long
Email:
Email:
The unlicensed band centered at 60 GHz lies in the extremely high frequency (EHF) band, which is the highest radio frequency band].
1.1 Motivation
The increasing demands of society for technology driven appliances is pushing the trend to shift operation to higher frequencies, and advancements in silicon technology is making this shift feasible. Data transmission is the current example of our choice. Almost no person can imagine carrying a laptop or any other portable device which is not connected to the internet, or even to a local network, from which youre transmitting and receiving information. These can be ranging from simple text information to streaming video data that requires large data rates of few gigabits per second. A movie, for example, can be steamed with more quality if uncompressed data is used. This needs larger amount of data, which can be transferred at the same speed, or even faster, using higher data rates. Higher data rates require more bandwidth, which is available at higher frequencies. Thus, operation at mm-wave frequencies is a good choice, as compared to lower frequency bands (e.g., WiFi MIMO at 2.4 or 5 GHz), to meet the current higher data rate demands of applications.
An unlicensed band of 7 GHz around 60 GHz from 57 to 64 GHz was assigned by the Federal Communication Commission (FCC) in the United States [ illustrates the oxygen absorption peak in the 60 GHz region.
Fig 11 Atmospheric propagation attenuation versus frequency 12 60 - photo 1
Fig. 1.1
Atmospheric propagation attenuation versus frequency []
1.2 60 GHz Area Background
More information about the 60 GHz area from the system point of view is important to have a good background before starting circuit design. Circuit specifications were given as an input, and no system specs were derived from the standard. Thus, only some background information is going to be discussed in this section.
1.2.1 Standards and Frequency Plan
60 GHz frequency planning is covered in detail in both IEEE 802.15.3c [. Adjacent channels can be bonded together to allow more bandwidth. Several possibilities for bonding multiple, adjacent channels exist for increased data rate.
Table 1.1
Channels defined by the IEEE and ECMA standards
Channel ID
Lower frequency GHz
Center frequency GHz
Upper frequency GHz
57.240
58.320
59.400
59.400
60.480
61.560
61.560
62.640
63.720
63.720
64.800
65.880
Fig 12 5766 GHz band divided into 4 channels 122 Beamforming and - photo 2
Fig. 1.2
5766 GHz band divided into 4 channels []
1.2.2 Beamforming and System Architecture
Oxygen absorption at 60 GHz causes signal attenuation due to propagation loss. One advantage of the implicit attenuation for operation at 60 GHz is that signals cannot propagate more than 10 m and cannot penetrate walls. This increases security between two close offices for example. Directional propagation is used to enhance signal transmission and reception. In the transmitter, radiated power is concentrated towards the receiver instead of being wasted in unwanted directions. Similarly, gain is boosted in one direction and unwanted interferers can be spatially attenuated in the receiver. This suggests using multiple antennas at the transmitter, to direct and enhance signal transmission, and at the receiver, to improve the sensitivity and reduce interference. The size of an antenna is inversely proportional to the operating frequency. For example, 60 GHz operation allows the use of 16-element antenna array that occupies the same area as a dipole antenna at 5 GHz [].
Beamforming is a signal processing technique used in sensor arrays for directional signal transmission or reception [].
Fig 13 Radiation pattern of a beamformer Fig 14 Beamforming - photo 3
Fig. 1.3
Radiation pattern of a beamformer []
Fig 14 Beamforming system with antenna arrays and transceivers Phase - photo 4
Fig. 1.4
Beamforming system with antenna arrays and transceivers
Phase shifting in a receiver can be implemented in four different ways: at RF after the LNA, at baseband after the mixer, in the LO path or using signal processing in the digital domain []) places lossy elements directly after the LNA which degrades the system gain, noise figure and bandwidth. System gain and noise figure are less sensitive to amplitude variations in the large LO signal. Thus, phase shifting at LO provides the lowest effect on signal quality. Phase shifting after the mixer causes insignificant deterioration of gain and noise figure (as compared to phase shifting at RF). Signal combination is performed at baseband in both LO and baseband phase shifting. In both cases, in order to avoid using multiple PLLs, LO signal should be distributed to different antenna paths. This includes other problems, such as cross-talk and low LO power levels.
One antenna path of the receiver is shown in the block diagram of Fig.. Phase shifting and signal-combination are performed at baseband. The receiver is a direct conversion receiver, which includes a QVCO, LNA and mixer in the font-end. Antenna and baseband circuit design details are outside the scope of this book.
Fig 15 60 GHz receiver architecture 123 Enabling Technology In a - photo 5
Fig. 1.5
60 GHz receiver architecture
1.2.3 Enabling Technology
In a mixed-signal chip that includes analog and digital circuits, CMOS technology is preferred over bipolar for high volume applications when the digital part dominates. Moores law states that on-chip density of transistors doubles every two years. This doubling is due to the fabrication of transistors with smaller minimum length. Smaller size transistors enable operation at higher frequencies. Thats the reason for which operation at mm-wave became possible nowadays after it was just a dream years ago.
Scaling also has drawbacks. Smaller transistors usually require lower supply voltage due to the lower gate oxide. For example, the breakdown voltage is 1.8 V for 0.18 m devices and 1.2 V for 0.13 m ones [].
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