LU102193B1 - Method for predicting single-vehicle emission - Google Patents

Method for predicting single-vehicle emission Download PDF

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LU102193B1
LU102193B1 LU102193A LU102193A LU102193B1 LU 102193 B1 LU102193 B1 LU 102193B1 LU 102193 A LU102193 A LU 102193A LU 102193 A LU102193 A LU 102193A LU 102193 B1 LU102193 B1 LU 102193B1
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emission
model
vehicle
rvm
short
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LU102193A
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Yu Liu
Zhixin Wu
Mengliang Li
Xiaopan An
Jingyuan Li
Tieqiang Fu
Hanzhengnan Yu
Xi Hu
Yang Wang
He Lv
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China Automotive Tech & Res Ct
Catarc Automotive Test Center Tianjin Co Ltd
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Abstract

The present invention proposes a method for predicting single-vehicle emission, which establishes an RVM model by using the real driving conditions of the vehicle and the corresponding emission data, and introduces mutual information algorithm in the RVM model to achieve key features selection, and introduces a leapfrogging algorithm to optimize the calculation of parameters for a kernel function. By adopting the RVM model, it is only required to collect a small amount of random driving data as an input for vehicles with unknown emission levels, and the RVM model can directly output emission results, which is simple and easy to implement with low cost.

Description

LU102193 | Description | The present invention belongs to the field of transportation and particularly | relates to a method for predicting single-vehicle emission. .
At present, for fuel consumption prediction, major automobile companies | and engine companies have mature simulation software (such as AVL-Cruise) | that can accurately predict fuel consumption in actual vehicle operation. For fleet | of cars emission macro prediction, there are mature models such as MOVES. | The effective correlation between vehicle specific power, vehicle operating | speed, and transient pollutant emission rate was established based on the | VSPbin distribution. Based on a large amount of emission data, by considering | the driving characteristic data and adjustment factors of the fleet of cars, the . current and future vehicle activity levels, technical conditions, and overall | emission levels under management factors can be determined or estimated. | However, for single-vehicle emission prediction, in addition to in-engine | purification process and after-treatment devices, emission is also affected by ‘ operating conditions. Traditional modeling methods are complicated and cannot | truly reflect the actual emission of vehicles. : | The present invention provides a method for predicting single-vehicle | emission. The present invention is implemented by the following technical , solutions. . | A method for predicting single-vehicle emission is provided, wherein the |
LU102193 j single-vehicle emission includes emission in idling segments and emission in . short trips. The emission in each short trip is predicted by an RVM (Relevance | Vector Machine) model. The emission in idling segments is the product of the . idling time and the idling emission rate. | Further, when training the RVM model, part of feature values for a short trip ; is used as an input to the model. The type of feature values that are used as the : input to the model is determined by the mutual information value between the ‘ feature values and the emissions in the short trips. | Further, when training the RVM model, parameters for a kernel function are ! determined by a leapfrogging algorithm. | Further, when predicting the emission in a short trip by the RVM model, the .
input includes the time of the short trip, the relative positive acceleration and the | average speed. . Compared with the prior art, the present invention has the beneficial effect i that the emission prediction method of the present invention is used to predict : single-vehicle emission, and can describe the relationship between the vehicle | ; operating speed and the emission level in the current state. For vehicles whose | emission level is unknown, the emission of those vehicles can be directly output : by the model by collecting a small amount of random driving data at low cost and : using the collected data as the input to the model. It is simple and easy to : | implement. | FIG. 1 is an establishment and prediction flowchart of a single-vehicle | emission model; and | FIG. 2 is a histogram showing the mutual information value between the | feature values and the emissions. |
LU102193 |
In this embodiment, the emission in each short trip is predicted by an RVM | model, wherein the establishment of the RVM model includes the following | steps. |
S1: PEMS (portable emission measurement system) test data from 300 ‘ | groups of heavy trucks is selected, including speed and NOx emission, and the | test data for each group is divided into idling segments and short trips; | 82: The idling emission rate is calculated from the ratio of the total time of | all idling segments to the total emission in the test data; and ; |
83: Feature values in each short trip in the test data for each group are ; calculated, including time (t,), average speed (tz), maximum speed (ts), average : acceleration in the acceleration segment (t,), average deceleration in the | deceleration segment (ts), acceleration ratio (ts), deceleration ratio (t,), . constant-speed ratio (tg), relative positive acceleration (tg) and maximum | acceleration (t,), and corresponding emission C in each short trip are recorded. ; In this embodiment, the average speed, the maximum speed and the ; emission are directly obtained from the raw data. . The average acceleration in the acceleration segment is calculated by: | where, a;is the acceleration at an acceleration point, ais the average | acceleration in the acceleration segment, / is the sampling moment, v; is the | speed of the vehicle at the # second, and T is the total time of operating | conditions in the short trips.
The average deceleration in the deceleration | segment is calculated in a way similar to the average acceleration in the | acceleration segment and will not be repeated here. |
The acceleration (deceleration/constant-speed) ratio is a ratio of the total : time of all acceleration (deceleration/constant-speed) conditions in the short trips ' to the total time of operating conditions in the short trips. |
The relative positive acceleration is calculated by: :
where, vi is the speed of the vehicle at the second, T is the total time of | operating conditions in the short trips, a is the acceleration value greater than | 0m/s?, and x is the distance travelled by the vehicle in the short trips. |
Table 1 ' Time Average | Maximum | Average Average |
11 speedt2 | speed t3 acceleration in | deceleration in | acceleration segment t5 | segment t4 ;
Table 2 |
Accelerat | Decelerati | Constant-spe | Relative Maximum | Emission \ SPFFEST | t6 t7 t8 acceleration | on t10 |
19 |
LU102193 ,
S4: By the mutual information algorithm, the mutual information values MI . between the ten feature values and the emission in each short trip are obtained, | respectively, feature values having the maximum mutual information value in all , the short trips are obtained, and three feature values having the highest | information value are used as the key feature values.
Wherein, the mutual . information value is calculated by: ; where, t is a feature value in a short trip, C is the total emission for a short | travel distance in the short trip, MI(t,C) is the mutual information value between :
the feature value and the total emission, H(t) is the entropy for the feature value t, i and H(t,C) is the combination entropy for t and C. | in this embodiment, the selected three key feature values are the time of | the short trip, the relative positive acceleration and the average speed. | 85: The key feature values are normalized to remove the unit and order of :
magnitude of the features. . S6: An RVM model is trained and established by using key feature values ;
for each short trip, which have been normalized, in the 200 groups selected from , the 300 groups of PEMS test data as the input value and the emission for each ; short trip as the output value.
During the training, the calculation of parameters :
for the kernel function is optimized by the leapfrogging algorithm. | In this embodiment, the step of “calculation of parameters for the kernel | function is optimized by the leapfrogging algorithm” includes the following steps: | S601: the population is initialized.; specifically, P L-dimensional vectors are | randomly generated, where the component w; is the random number in the | interval [0,C], and the number of iterations for the population is set as g’, the | number of sub-populations is set as Q, and the number of iterations for the | sub-populations is set as g. | Wherein, one w;corresponds to one training sample.
L is the number of |
LU102193 ; training samples, and C is the preset upper limit. , | $602: The fitness value for each component w; is calculated. If the | constraintYE_, w;y; = 0 is violated( y;is the corresponding expected value of | w;), the fitness value for this component is defined as an infinitely positive | number, otherwise the fitness value is kept unchanged, and the population is . divided into sub-populations. | S603: For each sub-population, the optimal component in the ] sub-population is found for the update formula for the worst component by the | leapfrogging algorithm, so that a new population is generated by the .
combination of all sub-populations. Then, the process goes back to S602 to , repeat this process up to the number of iterations for the population, and Î returned the component w# having the best fitness. | S604: The non-zero solutions in the component w# are calculated. Such . Ë soiutions are parameters for the kernel function. , In this embodiment, the kernel function may be a common kernel function, ; for example, a polynomial kernel function, an RBF kernel function or a Sigmoid | kernel function. : S7: The key feature values for each short trip, which have been normalized, | in the remaining 100 groups of the 300 groups of PEMS test data is selected as : the input value, the output emission and the actual emission are compared to ; verify the established RVM model. | In this embodiment, during the prediction of single-vehicle emission, the | raw vehicle data is divided into idling segments and short trips; the total time of | the idling segments is obtained and the total time is multiplied by the idling | emission rate to obtain the idling emission K,; the key feature values in each - : | short trip are obtained, normalized and input to the RVM model to obtain the | emission in this short trip; and the ernissions in all short trips are accumulated to | obtain the emission in short trips K,. The sum of K, and K, is the |
LU102193 | single-vehicle emission. |
In the embodiments of the present invention, except for the special . description of the models of the devices, the models of other devices are not , limited, as long as the devices can complete the functions described above.
À
It may be understood by those skilled in the art that the accompanying | drawings are only schematic views of a preferred embodiment, and the serial . numbers of the foregoing embodiments of the present invention are only for | , description and do not represent the priority of the embodiments.
À What described above is merely a preferred embodiment of the present | invention and not intended to limit the present invention.
Any modifications, À equivalent replacements and improvements without departing from the spirit and | principle of the present invention should fall into the protection scope of the ' present invention. ;

Claims (4)

LU102193 | Claims | |
1. A method for predicting single-vehicle emission, is characterized in that | the single-vehicle emission includes emission in idling segments and . accumulative emission in short trips; the emission in each segment is predicted | by an RVM (Relevance Vector Machine) model; the emission in idling segments | is the product of the idling time and the idling emission rate. |
2. The method for predicting single-vehicle emission according to claim 1, is | characterized in that part of feature values for a short trip is used as an input to | the model when training the RVM model; the type of feature values that are used | as the input to the model is determined by the mutual information value between | the feature values and the emissions in the short trips. |
3. The method for predicting single-vehicle emission according to claim 1, is | | characterized in that parameters for a kernel function are determined by a | leapfrogging algorithm when training the RVM model. |
4. The method for predicting single-vehicle emission according to claim 2, is . characterized in that when predicting the emission in a short trip by the RVM . model, the input includes the time of the short trip, the relative positive | acceleration and the average speed. |
LU102193A 2019-03-15 2020-03-12 Method for predicting single-vehicle emission LU102193B1 (en)

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