CN112512018B - Method for dynamically unloading tasks among cooperative vehicles based on mobile edge calculation - Google Patents
Method for dynamically unloading tasks among cooperative vehicles based on mobile edge calculation Download PDFInfo
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- H04W4/30—Services specially adapted for particular environments, situations or purposes
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Abstract
A method for dynamically unloading tasks among cooperative vehicles based on mobile edge calculation is disclosed. The method comprises the following steps: constructing a vehicle cooperative communication reliability evaluation model and a calculation reliability evaluation model of a service vehicle; establishing a virtual queue model based on the service vehicle side computing resources, and integrating the queue length and the privacy perception optimization partition; determining a service request-oriented maximum communication and calculation coupling reliability optimization equation based on the processing time delay constraint of the preset task of the requesting vehicle; task offload decisions are determined based on maximizing coupling reliability. The method considers the communication and the calculation coupling between vehicles adopting cooperative transmission, can divide the calculation tasks of the request vehicles, and realizes the joint processing of the request vehicles and the service vehicles by the mobile edge calculation under the condition that the resources of the service vehicles are limited, so as to improve the utilization rate of the communication and the calculation resources and improve the coupling reliability.
Description
Technical Field
The invention relates to the technical field of wireless communication technology and mobile edge computing technology, in particular to a dynamic task unloading technology between cooperative vehicles based on mobile edge computing.
Background
The Internet of Vehicles (IoV) integrates available computing resources from different fields, constructs a powerful distributed mobile computing system for Vehicles, and makes the most use of potential computing resources around or beside the Vehicles. In order to effectively respond to the challenge of the network communication brought by the mass Computing requirement generated by the network Edge device, a Mobile Edge Computing (MEC) technology is provided, and a vehicle user can fully utilize the underutilized storage and Computing resources of the network Edge device such as a Road Side Unit (RSU) or one or more nearby vehicles to transfer all or part of the Computing tasks, so that the data volume directly transmitted from the vehicle end to the cloud center is reduced. In which a calculation-oriented edge calculation mode between Vehicle-to-Vehicle (V2V) can employ cooperative communication techniques to increase the specific capacity of a Vehicle user using a mobile relay node.
Computation partitioning is one of the core technologies for implementing mobile edge computation. It allows the vehicle terminal to avoid handling all the computational load, but instead divides the entire application into several computational sub-tasks, which are then distributed to the serving vehicle or RSU for handling the computational load and application processing requirements according to the network connection status. The technology of the computation offload is also important for realizing edge computation, and the computation offload process is influenced by different factors, such as the usage habits of users, the quality of radio channels, the performance of mobile devices, and the availability of cloud servers, so the key point of the computation offload is to specify an appropriate offload decision. Meanwhile, the inherent characteristics of the vehicle networking enable the mobile edge computing scheme to be applied to the vehicle networking and need to consider the physical processes of transmission and computing at the same time, so that the partitioning and unloading of the vehicle computing task also need to consider the physical characteristics of the vehicle communication in a dynamic environment and the computing load of the vehicle terminal, and further ensure the coupling reliability of the communication and the computing.
Disclosure of Invention
The invention aims to provide a dynamic task unloading technology between cooperative vehicles based on mobile edge calculation, so as to improve the utilization rate of communication and calculation resources and improve the coupling reliability of communication and calculation.
The application is realized by the following technical scheme:
a dynamic task unloading technology among cooperative vehicles based on mobile edge calculation comprises the following steps:
Considering the decode-and-forward based three-node cooperative transmission scenario, the requesting vehicle needs to communicate with the target serving vehicle with the help of the relay vehicle. And setting the sampling time slot T as 1,2, … and T according to the preset task life cycle T. In each time slot t, the performance parameter of the channel between the requesting vehicle and the serving vehicle is Xi,t(i=λ,k,L1,L2,L3SNR), where λ is a mission allocation parameter used to decide on the local computation versus the service vehicle computation mission ratio, i.e.:
k is the path loss coefficient, L1,L2,L3The distances between the requesting vehicle and the service vehicle, between the requesting vehicle and the relay vehicle, and between the relay vehicle and the service vehicle, respectively, and the SNRs are signal-to-noise ratios. Requesting the vehicle to calculate a performance parameter of Yj,t(j=λ,WR,α,β),WRA CPU cycle for a requesting vehicle, determined by the respective vehicle, for characterizing its computational capabilities; wherein, the CPU period required by calculating and processing each bit of data obeys Gamma distribution with the shape parameter of alpha and the scale parameter of beta, and the probability density function is expressed as:
and 2, constructing a vehicle cooperative communication reliability evaluation model according to the obtained channel performance parameters. And when the task quantity of the request vehicle in the time slot t is s, and the task of (1-lambda) s is calculated by the service vehicle through cooperative transmission, constructing a vehicle cooperative communication reliability evaluation model. The cooperative communication reliability is represented by the interruption probability of the link, and the larger the interruption probability of the link is, the lower the cooperative communication reliability is. The link outage probability is defined as:
and 3, constructing a calculation reliability evaluation model of the request vehicle according to the obtained calculation performance parameters of the request vehicle. And when the request vehicle locally calculates the task of lambda s in the time slot t, constructing a request vehicle calculation reliability evaluation model. The more data the CPU needs to compute the processing at a given cutoff duration, the less successful it will be to complete the computation, indicating less reliability of the requesting vehicle to undertake the entire processing task through local computation. Describing this performance from a probabilistic perspective, defining a calculated reliability as the requested vehicle passes through the assignment WRProbability of CPU cycle being able to successfully complete a task before the time slot t expires, if W assigned by the vehicle is requestedRThe CPU period is not enough to support the application program to complete the calculation task, and the success probability of the calculation is as follows:
and 4, constructing a virtual queue model based on the service vehicle computing resource limit. Considering that a service vehicle typically includes a processor, data storage components, etc. as memory and cache, the virtual queue is modeled as a single server first-in-first-out queue for storing arriving tasks awaiting execution. According to the litter law, the average queuing delay is proportional to the average queue length, so the virtual queue length of the service vehicle can be used to indirectly characterize the end-to-end delay constraint. An excessively long queue length will eventually undermine the reliability of task computation given the deadline, since incoming tasks will be dropped after overloading the queue buffer of limited size. Defining the historical queue length:
wherein WS(i) The computing power allocated for servicing vehicles for computing tasks, characterized by the CPU period, XSThe CPU cycles required to process each bit of data are calculated for the service vehicle. Order toThe queue length of the system at the beginning of time slot t is:
Qt=(1-λt+1)st+1+θt+1Θt+1 (6)
and 5, combining the queue length and the service vehicle privacy perception optimization task distribution parameters. And further defining privacy exposure perception of the service vehicle terminal by referring to privacy entropy, and jointly optimizing task distribution parameters by combining the queue length. The service vehicle defined privacy entropy is:
wherein p is the time when the service vehicle receives a service request within the time slot tiValue takingOtherwise piTaking 0; in the case that the service vehicle has a calculation task in each time slot, the system has the maximum privacy entropyDefinition PriSTo measure the subjective privacy perception level of the service vehicle:
PriSthe increase in value will result in the service vehicle dynamically adjusting its computing power W according to a given threshold, taking into account its privacy exposure rate when assigning computing power to an unloading eventSThereby reducing the likelihood of an attack. At the initial moment of the system, the service vehicle provides a high level of computing power W defined by itselfS(t0)=WSHThe service vehicle provides a low level of computational power computing power W defined by itself when its subjective privacy perception level is greater than a given thresholdS(t)=WSLAnd dynamically adjusted as the system evolves. In order to realize load balance of the whole system, a combined request vehicle end queue and a service vehicle end virtual queue are comprehensively considered, and task allocation parameters executed in a time slot t are determined according to the length of a historical queue, wherein the optimized allocation parameters are determined by the following formula:
wherein, the system is in an initial state, i.e. t ═ t0Time, random variableObeying standard uniform distribution
Step 6, based on the preset task quantity D of the requested vehicle and the processing time delay T constraint, determining a service request-oriented maximum communication and calculation coupling reliability optimization equation:
and 7, realizing a coupling reliability-oriented calculation task dynamic unloading method based on each system parameter and the requested vehicle constraint condition, and outputting an optimal coupling reliability index. Wherein, the phase function is defined as:
wherein the content of the first and second substances,the values for the recursive definition of the optimal solution are:
and finally, calculating the optimal coupling reliability by adopting a bottom-up dynamic programming method, and recording the calculated task quantity s in each time slott。
Compared with the prior art, the invention has the advantages that:
1. in a vehicle networking edge computing scenario with a vehicle as a mobile edge computing server, the invention constructs an evaluation index of communication and computing coupling reliability by stochastic modeling of communication between a requesting vehicle and a serving vehicle and stochastic modeling of vehicle computing capacity. Today, the reliability of data is no longer the biggest difficulty hindering the development of the car networking system, and the reliability of a mobile edge computing scene with communication performance and vehicle computing performance as indexes is ensured.
2. According to the invention, a history queue optimization task allocation strategy is synthesized, a partial unloading method based on dynamic programming is established on the premise of meeting the calculation requirement and time delay constraint of the requested vehicle, and a basis is provided for the optimal calculated amount and the optimal unloading amount in each time slot by a combined calculation mode of local calculation and the vehicle serving as a server, so that the overall coupling reliability of the system is finally improved.
3. Compared with the traditional computing unloading technology, the method has the advantages that the privacy perception grade is calculated for the service vehicle in the implementation process, so that the service vehicle can dynamically adjust the computing capacity for service according to the subjective perception of the service vehicle on the privacy exposure of the computing event, and powerful support is further provided for privacy protection in the marginal computing scene.
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FIG. 1 is a flowchart of a method for dynamically unloading tasks between cooperating vehicles according to the present invention.
Detailed Description
The invention will be further explained with reference to the drawings.
The invention discloses a dynamic task unloading method among cooperative vehicles based on mobile edge calculation, which is realized by the following steps as shown in figure 1:
Considering the decode-and-forward based three-node cooperative transmission scenario, the requesting vehicle needs to communicate with the target serving vehicle with the help of the relay vehicle. And setting the sampling time slot T as 1,2, … and T according to the preset task life cycle T. In each time slot t, the performance parameter of the channel between the requesting vehicle and the serving vehicle is Xi,t(i=λ,k,L1,L2,L3SNR), where λ is a mission allocation parameter used to decide on the local computation versus the service vehicle computation mission ratio, i.e.:
k is the path loss coefficient, L1,L2,L3Distances between the requesting vehicle and the service vehicle, between the requesting vehicle and the relay vehicle, and between the relay vehicle and the service vehicle, respectivelyOff, SNR is the signal-to-noise ratio. Requesting the vehicle to calculate a performance parameter of Yj,t(j=λ,WR,α,β),WRA CPU cycle for a requesting vehicle, determined by the respective vehicle, for characterizing its computational capabilities; wherein, the CPU period required by calculating and processing each bit of data obeys Gamma distribution with the shape parameter of alpha and the scale parameter of beta, and the probability density function is expressed as:
and 2, constructing a vehicle cooperative communication reliability evaluation model according to the obtained channel performance parameters. And when the task quantity of the request vehicle in the time slot t is s, and the task of (1-lambda) s is calculated by the service vehicle through cooperative transmission, constructing a vehicle cooperative communication reliability evaluation model. The cooperative communication reliability is represented by the interruption probability of the link, and the larger the interruption probability of the link is, the lower the cooperative communication reliability is. The link outage probability is defined as:
and 3, constructing a calculation reliability evaluation model of the request vehicle according to the obtained calculation performance parameters of the request vehicle. And when the request vehicle locally calculates the task of lambda s in the time slot t, constructing a request vehicle calculation reliability evaluation model. The more data the CPU needs to compute the processing at a given cutoff duration, the less successful it will be to complete the computation, indicating less reliability of the requesting vehicle to undertake the entire processing task through local computation. Describing this performance from a probabilistic perspective, defining a calculated reliability as the requested vehicle passes through the assignment WRProbability of CPU cycle being able to successfully complete a task before the time slot t expires, if W assigned by the vehicle is requestedRThe CPU period is not enough to support the application program to complete the calculation task, and the success probability of the calculation is as follows:
and 4, constructing a virtual queue model based on the service vehicle computing resource limit. Considering that a service vehicle typically includes a processor, data storage components, etc. as memory and cache, the virtual queue is modeled as a single server first-in-first-out queue for storing arriving tasks awaiting execution. According to the litter law, the average queuing delay is proportional to the average queue length, so the virtual queue length of the service vehicle can be used to indirectly characterize the end-to-end delay constraint. An excessively long queue length will eventually undermine the reliability of task computation given the deadline, since incoming tasks will be dropped after overloading the queue buffer of limited size. Defining the historical queue length:
wherein WS(i) The computing power allocated for servicing vehicles for computing tasks, characterized by the CPU period, XSThe CPU cycles required to process each bit of data are calculated for the service vehicle. Order toThe queue length of the system at the beginning of time slot t is:
Qt=(1-λt+1)st+1+θt+1Θt+1 (6)
and 5, combining the queue length and the service vehicle privacy perception optimization task distribution parameters. And further defining privacy exposure perception of the service vehicle terminal by referring to privacy entropy, and jointly optimizing task distribution parameters by combining the queue length. The service vehicle defined privacy entropy is:
wherein p is the time when the service vehicle receives a service request within the time slot tiValue takingOtherwise piTaking 0; in the case that the service vehicle has a calculation task in each time slot, the system has the maximum privacy entropyDefinition PriSTo measure the subjective privacy perception level of the service vehicle:
PriSthe increase in value will result in the service vehicle dynamically adjusting its computing power W according to a given threshold, taking into account its privacy exposure rate when assigning computing power to an unloading eventSThereby reducing the likelihood of an attack. At the initial moment of the system, the service vehicle provides a high level of computing power W defined by itselfS(t0)=WSHThe service vehicle provides a low level of computational power computing power W defined by itself when its subjective privacy perception level is greater than a given thresholdS(t)=WSLAnd dynamically adjusted as the system evolves. In order to realize load balance of the whole system, a combined request vehicle end queue and a service vehicle end virtual queue are comprehensively considered, and task allocation parameters executed in a time slot t are determined according to the length of a historical queue, wherein the optimized allocation parameters are determined by the following formula:
wherein, the system is in an initial state, i.e. t ═ t0Time, random variableObeying standard uniform distribution
Step 6, based on the preset task quantity D of the requested vehicle and the processing time delay T constraint, determining a service request-oriented maximum communication and calculation coupling reliability optimization equation:
and 7, realizing a coupling reliability-oriented calculation task dynamic unloading method based on each system parameter and the requested vehicle constraint condition, and outputting an optimal coupling reliability index. Wherein, the phase function is defined as:
wherein the content of the first and second substances,the values for the recursive definition of the optimal solution are:
and finally, calculating the optimal coupling reliability by adopting a bottom-up dynamic programming method, and recording the calculated task quantity s in each time slott。
Claims (1)
1. A method for dynamically unloading tasks among cooperative vehicles based on mobile edge calculation is characterized in that: the method is realized by the following steps:
step 1, acquiring performance parameters of a channel between vehicles based on cooperative transmission and vehicle calculation performance parameters;
step 2, constructing a vehicle cooperative communication reliability evaluation model;
step 3, constructing a model for requesting the calculation of the reliability of the vehicle;
step 4, constructing a virtual queue model based on service vehicle computing resource limitation;
step 5, combining the queue length and service vehicle privacy perception optimization task allocation parameters;
step 6, determining a service request-oriented maximum communication and calculation coupling reliability optimization equation based on the processing time delay constraint of the preset task of the request vehicle;
step 7, realizing a coupling reliability-oriented calculation task dynamic unloading method, and outputting an optimal coupling reliability index;
in the step 1, a decoding-forwarding-based three-node cooperative transmission scene is considered, a request vehicle needs to communicate with a target service vehicle under the help of a relay vehicle, a sampling time slot T is set to be 1,2i,t(i=λ,k,L1,L2,L3SNR), where λ is a mission allocation parameter used to decide on the local computation versus the service vehicle computation mission ratio, i.e.:
k is the path loss coefficient, L1,L2,L3Respectively the distances between the request vehicle and the service vehicle, between the request vehicle and the relay vehicle and between the relay vehicle and the service vehicle, the SNR is the signal-to-noise ratio, and the calculation performance parameter of the request vehicle is Yj,t(j=λ,WR,α,β),WRA CPU cycle for a requesting vehicle, determined by the respective vehicle, for characterizing its computational capabilities; wherein, the CPU period required by calculating and processing each bit of data obeys Gamma distribution with the shape parameter of alpha and the scale parameter of beta, and the probability density function is expressed as:
wherein τ (α) is a Gamma distribution function; x is a random variable;
according to the channel performance parameters, when the task quantity of a request vehicle in a time slot t is s, and the task of (1-lambda) s is calculated by a service vehicle through cooperative transmission, a vehicle cooperative communication reliability evaluation model is constructed, wherein the cooperative communication reliability is represented by the interruption probability of a link, the larger the link interruption probability is, the lower the cooperative communication reliability is, and the link interruption probability is defined as:
according to the obtained performance parameter of the requested vehicle calculation, when the requested vehicle locally calculates the task of lambda s in the time slot t, a requested vehicle calculation reliability evaluation model is constructed, under the condition of a given cutoff duration, the more data quantity needing calculation processing of a CPU, the smaller the success probability of the calculation completion of the CPU, the smaller the reliability of the requested vehicle for bearing the whole processing task through local calculation is, the performance is described from the aspect of probability, and the calculation reliability is defined as the W distribution of the requested vehicleRProbability of CPU cycle being able to successfully complete a task before the time slot t expires, if W assigned by the vehicle is requestedRThe CPU period is not enough to support the application program to complete the calculation task, and the success probability of the calculation is as follows:
the step of constructing the virtual queue model based on the service vehicle computing resource limit is as follows: the service vehicle comprises a processor, the data storage component is used as a memory and a cache, the virtual queue is modeled as a single server first-in first-out queue and is used for storing arriving tasks waiting to be executed, according to the Litter law, the average queuing delay is in proportion to the average queue length, therefore, the virtual queue length of the service vehicle can be used for indirectly representing end-to-end delay constraint, under the condition of a given cutoff time, the reliability of task calculation is finally destroyed due to the overlong queue length, and after a queue buffer with a limited size is overloaded, an incoming task is discarded, and the historical queue length is defined as follows:
wherein WS(i) The computing power allocated for servicing vehicles for computing tasks, characterized by the CPU period, XSCalculating a CPU cycle required for processing each bit of data for the service vehicle; order toThe queue length of the system at the beginning of time slot t is:
Qt=(1-λt+1)st+1+θt+1Θt+1 (6);
the service vehicle defined privacy entropy is:
wherein the content of the first and second substances,representing a probability distribution, p when the service vehicle receives a request for a transaction within a time slot tiValue takingOtherwise piTaking 0; in the case that the service vehicle has a calculation task in each time slot, the system has the maximum privacy entropyDefinition PriSTo measure the subjective privacy perception level of the service vehicle:
PriSthe increase in value will result in the service vehicle dynamically adjusting its computing power W according to a given threshold, taking into account its privacy exposure rate when assigning computing power to an unloading eventSThereby reducing the possibility of attack, and at the initial moment of the system, the service vehicle provides a high level of computing power W defined by itselfS(t0)=WSHThe service vehicle provides a low level of computational power computing power W defined by itself when its subjective privacy perception level is greater than a given thresholdS(t)=WSLAnd with the dynamic adjustment of the system evolution, in order to realize the load balance of the whole system, the combined request vehicle end queue and the service vehicle end virtual queue are comprehensively considered, and the task allocation parameter executed in the time slot t is determined according to the historical queue length, and the optimized allocation parameter is determined by the following formula:
wherein, the system is in an initial state, i.e. t ═ t0Time, random variableObeying standard uniform distribution
Step 7 provides a dynamic programming algorithm based on steps 1-6, and a dynamic unloading method for the calculation task facing the coupling reliability is realized; the phase function is defined as:
wherein the content of the first and second substances,the values for the recursive definition of the optimal solution are:
wherein, P (l)T) For the task quantity to be l in T-T time slotTDefines the value of the optimal solution; and finally, calculating the optimal coupling reliability by adopting a bottom-up dynamic programming method, and recording the calculated task quantity s in each time slott。
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