Applied Mathematicsematics

Download e-book for kindle: Autonomous Software-Defined Radio Receivers for Deep Space by Jon Hamkins, Marvin K. Simon, Joseph H. Yuen

By Jon Hamkins, Marvin K. Simon, Joseph H. Yuen

This e-book introduces the reader to the concept that of an self sufficient software-defined radio (SDR) receiver. every one certain point of the layout of the receiver is taken care of in a separate bankruptcy written by means of a number of top innovators within the box. Chapters commence with an issue assertion after which provide a whole mathematical derivation of a suitable resolution, a choice metric or loop-structure as applicable, and function effects.

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Read Online or Download Autonomous Software-Defined Radio Receivers for Deep Space Applications (JPL Deep-Space Communications and Navigation Series) PDF

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Additional resources for Autonomous Software-Defined Radio Receivers for Deep Space Applications (JPL Deep-Space Communications and Navigation Series)

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2-9 and is considered part of the digital modulator. When enabled, the encoder converts NRZ waveforms to biphase-level-represented waveforms. In either case (Manchester or NRZ), the output is initially a binary (1,O) stream. After Manchester or NRZ encoding, the encoded binary data are converted to bipolar data. Typically, a logical zero is mapped into a phase of zero radians, and a logical one is mapped into a phase of 7r radians. This requires that for suppressed carrier, BPSK, the in-phase channel depicted in Fig.

For example, phase-tracking loops have been designed and analyzed for nearly every reasonable signal type. However, the authors were unable to find any literature for the design of a phase-tracking loop for suppressedcarrier signals in which the modulation type is unknown. A loop is needed that works adequately for any phase-modulated signal, and which can improve its performance by later taking input from the modulation classifier when it starts producing an output. The other seemingly standard modules had similar design challenges because of unknown signal attributes.

The block diagram shown in Fig. , the notation “(6,l,t)”indicates that the data path is 6 bits wide with 1 integer bit and twos complement representation. The notation “(6,1,u)” also indicates that the data path is 6 bits wide with 1 integer bit but that the arithmetic representation is unsigned. The primary function of the DTTL is to synchronize the receiver Truncate To Lower 5 I I I I I I I I I I I I I I 4 I1 DTTL-SHIFT, c r, I Fig. 2-5. Block diagram of the Electra symbol synchronization architecture.

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