[Foundation] Signal Reception in MATLAB: Understanding Receiver Models and Reception Strategies

发布时间: 2024-09-14 06:00:24 阅读量: 32 订阅数: 62
# Overview of Signal Reception in MATLAB MATLAB boasts powerful capabilities in the field of signal reception, offering a rich array of tools and function libraries to assist users in seamlessly achieving signal reception, processing, and analysis. Signal reception is a critical step in applications such as communication systems and radar systems, involving the extraction of useful information from physical signals. In MATLAB, signal reception can be realized in various ways, including synchronous reception, asynchronous reception, and correlated reception. This article provides an overview of signal reception in MATLAB, encompassing receiver models, reception strategies, and practical signal reception exercises. # Receiver Models and Reception Strategies ### 2.1 Receiver Model The receiver is a vital component of a signal reception system, responsible for converting received radio frequency (RF) signals into baseband signals for further processing and information extraction. MATLAB provides a variety of receiver models to aid users in quickly building and simulating receiver systems. #### 2.1.1 Superheterodyne Receiver The superheterodyne receiver is a classic receiver structure, and its operating principle is as follows: - The RF signal is amplified by a low-noise amplifier (LNA) and then mixed with a local oscillator signal to produce an intermediate frequency (IF) signal. - The IF signal is amplified by an IF amplifier (IFA) and filtered to remove unwanted frequency bands. - The amplified IF signal is mixed again with the local oscillator signal to produce a baseband signal. The superheterodyne receiver's advantage lies in its ability to effectively filter out noise and interference from the RF signal, thus enhancing reception sensitivity and selectivity. #### 2.1.2 Direct Conversion Receiver The direct conversion receiver is a low-cost, low-power consumption receiver structure, and its operating principle is as follows: - The RF signal is directly mixed with the local oscillator signal to produce a baseband signal. - The baseband signal is filtered to remove unwanted frequency bands and then amplified and processed. The direct conversion receiver's advantage is its simple structure and low cost, although its sensitivity and selectivity are not as good as those of the superheterodyne receiver. ### 2.2 Reception Strategies In the receiver system, the reception strategy refers to the manner in which the receiver processes incoming signals. MATLAB offers two common reception strategies: synchronous reception and asynchronous reception. #### 2.2.1 Synchronous Reception Synchronous reception refers to the receiver being synchronized with the transmitter, meaning the receiver knows the carrier frequency and phase of the transmitter. The advantage of synchronous reception is its ability to effectively suppress carrier distortion and phase noise, thus improving the quality of the received signal. #### 2.2.2 Asynchronous Reception Asynchronous reception refers to the receiver not being synchronized with the transmitter, meaning the receiver does not know the carrier frequency and phase of the transmitter. The advantage of asynchronous reception is its simplicity and low cost, although the quality of the received signal is not as good as that of synchronous reception. **Code Block 1: Superheterodyne Receiver Model** ```matlab % Define receiver parameters fs = 10e6; % Sampling rate fc = 1e6; % Carrier frequency bw = 100e3; % Bandwidth % Create a superheterodyne receiver object rx = comm.SDRReceiver('CenterFrequency', fc, ... 'SampleRate', fs, ... 'Bandwidth', bw, ... 'EnableTunneling', false); % Receive signal rxSignal = rx(); % Analyze received signal % ... ``` **Logical Analysis:** Code block 1 creates a superheterodyne receiver object and sets the receiver parameters, including sampling rate, carrier frequency, and bandwidth. The receiver object then receives the signal and stores it in the `rxSignal` variable. Finally, further analysis and processin
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Unlike the classical encryption schemes,keys are dispensable in certain PLS technigues, known as the keyless secure strat egy. Sophisticated signal processing techniques such as arti- ficial noise, beamforming,and diversitycan be developed to ensure the secrecy of the MC networks.In the Alice-Bob-Eve model, Alice is the legitimate transmitter, whose intended target is the legitimate receiver Bob,while Eve is the eavesdropper that intercepts the information from Alice to Bob.The secrecy performance is quantified via information leakagei.ethe dif ference of the mutual information between the Alice-Bob and Alice-Eve links. The upper bound of the information leakage is called secrecy capacity realized by a specific distribution of the input symbols, namely,capacity-achieving distribution.The secrecy performance of the diffusion-based MC system with concentration shift keying(CSK)is analyzed from an informa- tion-theoretical point of view,providing two paramount secrecy metrics, i.e., secrecy capacity and secure distance[13].How ever, only the estimation of lower bound secrecy capacity is derived as both links attain their channel capacity.The secrecy capacity highly depends on the system parameters such as the average signal energy,diffusion coefficientand reception duration. Moreover, the distance between the transmitter and the eavesdropper is also an important aspect of secrecy per- formance. For both amplitude and energy detection schemes secure distance is proposed as a secret metricover which the eavesdropper is incapable of signal recovery. Despite the case with CSK,the results of the secure metrics vary with the modulation type(e.g.pulse position,spacetype) and reception mechanism(e.g.passive,partially absorbingper fectly absorbing).For ease of understanding,Figure 3 depicts the modulation types and the corresponding CIRs with different reception mechanisms. Novel signa processing techniques and the biochemical channel properties can further assist the secrecy enhancement in the MC system.The molecular beam forming that avoids information disclosure can be realized via the flow generated in the channel.Besidesnew dimensions of diversity, such as the aforementioned molecular diversity of ionic compounds, can beexploited. Note that the feasibility of these methods can be validated by the derived secrecy metrics.

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