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Motion Distillation for Pedestrian Surveillance

Motion Distillation for Pedestrian Surveillance

M. Sugrue and E. R. Davies

Royal Holloway, University of London

{m.sugrue, e.r.davies} @ https://www.wendangku.net/doc/6a11013146.html,

Abstract

Motion detection in video is a fundamental step in all object tracking tasks; however, it is often incorrectly treated as a solved problem. The most common approaches are statistical background modelling and condensation. However, these methods have certain inefficiencies in their use of motion information. The output of background modelling is change detection rather than true motion detection, and is highly susceptible to non-motion pixel change due to noise and lighting changes. Condensation techniques use only spatial or ‘foreground’ information and must be initialised with target appearance information.

Here we present a new wavelet-based method for true motion detection which incorporates spatial and temporal information on an equal footing. The algorithm is tested using noisy outdoor tracking scenarios, can self-initialise and track arbitrary objects, and is shown to be inherently both fast and robust.

1. Introduction

Much recent research into motion detection and tracking tends to view video as a sequence of frames, ignoring the wealth of temporal information which is directly available in volumetric (x, y, t) representations. Motion tracking schemes fall into two broad categories, those based on foreground tracking (principally particle filtering or condensation) and those which use an initial background modelling/subtraction step (such as median filtering, Gaussian Mixture Modelling, etc) followed by an ‘inertial’ prediction model such as a Kalman filter. Both schemes, however, have inherent inefficiencies in how they deal with motion information. Particle filtering concentrates on searching for a predefined appearance model of the target, examining only foreground information and, except for the recording of previous foreground positions for use in prediction, essentially ignoring data in the temporal domain. The result is an inefficient need to ‘over-search’, using a huge number of multiple hypotheses, and requiring to check them all in each frame. Background modelling, alternatively, tries to reduce the search area by eliminating stationary ‘background’ features. This requires computing statistical likelihoods for each pixel in the frame. The reduction of the search area eases the strain on the subsequent prediction step, allowing less complex models to be used, such as the Kalman filter.

Background modelling schemes face two inherent and antagonistic problems, called the Stationary Background problem and the Transient Background problem [1]. First, the background model must reflect the stationary part of the scene to allow accurate segmentation of moving objects, required by frame-to-frame correspondence-based tracking [4]. This problem requires a low difference threshold in the subtraction stage and a wide temporal window so that slowly moving objects do not merge with the background. Second, the background model must update to appearance changes in the scene, such as changed lighting conditions, requiring narrower temporal windows. No compromise gives perfect results, a common failure being partial segmentation when the ‘object depth’ (object overlap in previous frames, equal to length/speed) is greater than half the temporal window. The statistical methods most common for this, (such as temporal median, Gaussian mixture models [8], etc.) are essentially pixel-based one-dimensional (time only) processes and could be more correctly described as ‘change detection’ algorithms, and thus are highly susceptible to non-motion pixel change due to noise and lighting variation, as well as such practical surveillance problems such as camera shake.

Even in the ideal case such approaches provide only binary detection information, defining which areas of the current frame are in motion and which are not. Target understanding must be built on top of this level: most applications attempt to model target behaviour based solely on the path of the object’s centroid [5].

This approach was developed for, and works well with, traffic monitoring. Cars are rigid objects that largely translate across the video frame. However, when applied to pedestrian tracking much useful information is lost. Pedestrians are non-rigid objects that change appearance through the very act of walking. Further, when the end goal of the system is not merely tracking but some higher level behaviour understanding, binary segmentation discards much useful information. Looking at motion detail inside the segmented motion ‘silhouette’ may

reveal interesting information about pedestrians, but little about cars. Studies of CCTV industry employees have shown that humans recognise behaviour based on considerations such as posture or limb or body movements, and rarely if ever on object path alone [10].

Our approach has attempted to use volumetric processing methods to extract rich, non-binary motion information, a goal we have termed ‘motion distillation’. Good pre-processing which passes quality motion information to higher levels greatly aids unusual behaviour detection.

Volumetric video processing algorithms have infrequently been mentioned in the literature. One example where xt ‘slices’ of volumetric video were analysed for the distinctive periodic pattern of a pedestrian’s foot motion appears in [6]. In neuro-physiology, the MT (middle temporal) and V2 areas of the brain contain local speed-specific and motion direction-specific cells. There have been several attempts to implement this in hardware, such as a chip [3] which measures speed using the time it takes the edge peak to travel from one pixel to its neighbour. Delbrück [2] uses a time delay circuit to compare one frame with the next. The recent work of Irani has focused on the many uses for spatio-temporal texture analysis, including video completion [11] and behaviour analysis [7].

The remainder of this paper is organised as follows. Section 2 describes our method for motion distillation including details of computational load. Section 3 presents results of two tests of our method. Each test uses three videos with differing noise properties. The first is a quantitative measure of motion detection; the second test is a qualitative segmentation comparison of our method with two widely used background modelling methods – the temporal median filter and the Gaussian Mixture Model. The paper concludes with an appraisal of the approach and some indications for further research.

2. Method

The aim of this research is to develop a video pre-processing scheme which allows for direct and robust object detection and tracking, as well as a useful input for a motion-based scheme for object categorisation and understanding. We approach this problem using the uncommon concepts of volumetric video and motion edges.

Volumetric video involves stacking frames into a long column and processing it using ‘bulk’ 3D operators. Motion can be distinguished from change or noise by its spatial coherence. As will be shown below, this means that motion detection may be performed using a temporal edge detector in the ‘temporal planes’ of the image – viz. xt or yt. Edges which are parallel to the t axis belong to objects which are stationary with respect to the video frame. Edges with a component perpendicular to the t axis are in motion. The authors’ previous work [9] used a horizontal (xt) 3 × 3 Sobel edge detector to enhance motion edges; a suitable threshold was then employed to produce a binary motion map. Here we extend these ideas using spatio-temporal wavelet decomposition to achieve what we call ‘motion distillation’.

Objects are tracked using a dual channel form–motion algorithm whereby objects in motion are tracked solely by their motion. Ambiguities due to non-detection of objects that stop moving are resolved by reference to image data

in the form channel, using template matching.

(a) Original Data

(b) 1st Scaling

(c) 1st Wavelet

(d) 2nd Scaling (e) 2nd Wavelet

Fig. 1. Example of Haar wavelet decomposition

2.1. Motion channel computation

Wavelet Transforms are formed of two functions, the Scaling function (low-pass filter) which behaves like an averaging function, and a Wavelet function (high-pass filter) which is essentially an edge detector. The functioning of the 3D filters we use can best be explained by analogy to the simplest 1D example, the Haar wavelet, where the Scaling function is the set {1, 1} and the Wavelet function is {1,

–1}. For multiscale decomposition of a linear input signal, the scaling and wavelet functions are successively convolved with the signal.

As can be seen in Fig. 1, the wavelet function highlights discontinuities at its scale of operation, while the scaling function outputs the data ‘trend’ at its scale. Wavelet decomposition can easily be extended to higher

dimensions using the tensor products of 1D wavelets. There are four functions for processing planar signals such as images: these comprise the scaling function and three edge detecting wavelet functions for horizontal, vertical and diagonally orientated edges. For the 3D (spatio-temporal) case there are eight filters. Of these, this project uses only two, the 3D scaling function (Fig. 2a) and the 3D horizontal wavelet function (or temporal edge detector, TED) (Fig. 2b), which we use to enhance motion edges. The TED is a motion detector, rather than a change detector, because it incorporates spatial as well as temporal information in a coherent manner.

(a) 3D Scaling function (b) 3D Wavelet function, TED

Fig. 2. Diagram showing the two Haar functions used. White represents 1 and black –1.

The amount of motion noise in a video can be assessed by examining how pixel values vary over time about their mean value. When the amount of motion in a video is small with respect to the background, a common case in surveillance videos, a histogram of pixel variances will show a large peak, as in Fig. 3. The background modelling paradigm relies on the ability to distinguish pixel change due to moving objects from usual pixel variance due to noise. As can be seen from Fig. 3, this is a difficult task when following this approach. Using one-dimensional statistics, pixel variance and motion are not easily separated. Figure 4 shows the result of processing the same video with a TED. Moving objects form edges in the ‘volume’ of the video. Pixels due to motion are enhanced by the TED and returned with high values, while low value pixels represent non-motion background.

Haar wavelet function behaviour can be seen as suppression of static components of a signal. Higher order wavelets, such as the bi-orthogonal D5/7 wavelet used in JPEG 2000 standard, suppress higher order polynomials – good for data compression, but not advantageous for simple edge detection.

When used spatio-temporally on video, the static component is the background and so the wavelet function will highlight motion at its scale of operation. However, noise at the filter’s scale will also be detected. At higher decomposition levels, video noise (typically random and without structure) is scaled out. The filters also show precise speed sensitivities at different scales. The first wavelet convolution enhances edges which are moving at a speed of greater than one pixel per frame. A scaling convolution followed by a further wavelet pass returns edges moving at greater than 0.5 pixels per frame, but with half the resolution. Further decomposition steps successively double the speed sensitivity while halving the resolution. For slow motion detection at decomposition level D, each band shows motion greater than 2–D pixels per frame.

Fig. 3. Pixel Variance of 20 frames of video containing moving objects

Fig. 4. Motion Distillation output. Low pixel values due to non-moving background, high pixel values due to motion.

The reduction of resolution can be viewed as a natural result of uncertainty. If an edge moves 2 pixels from one frame to the next, its location in the motion output cannot be given at greater precision than ±1 pixel, so one datapoint (pixel) is output. If greater precision is required, the lower decomposition outputs can be reintegrated as in the results section below. This inherent smoothing effect is seen in Fig. 7 (Frame 5185).

Figure 5 shows a flow diagram for the entire system. The motion distillation output is searched for blobs (connected regions) and these are grouped together into tracked objects frame by frame. The final motion-based understanding component is discussed in Section 3.3.

Fig. 5. Overall flow diagram of the approach. It is intended that the final object tracking output be fed to a motion-based scene understanding stage, but in this paper the concentration is on effective unaided motion extraction.

2.2. Computational load

Frame rate comparisons of techniques are problematic due to differences in implementation, input and equipment. A more precise measurement of algorithm speed is a calculation of required operations per pixel, which we attempt below. However, we can report that our implementation of the Motion Distillation scheme runs at 62 fps on a P4 machine, while median filtering and Gaussian Mixture Model (GMM) run approximately 10 and 80 times slower. Input frame size is 720 × 576.

The computational requirement of the temporal median filter method of background modelling is ~256 operations per pixel (because of the need to analyse the intensity histogram). The popular GMM technique is more expensive, requiring a lengthy initialisation step, followed by evaluation of an exponential function for each Gaussian and each pixel.

For Motion Distillation, the concept of temporal window is replaced by that of decomposition level, D. The number of starting frames for this decomposition level is 2D. On the first iteration, two frames are convolved with two filters – the scaling function and the wavelet function – to produce one scaled frame and one motion frame (of size n/2 ×n/2, where n is the frame width). The next stage repeats this for two scaled frames from stage one, resulting in output frames of size n/4 ×n/4. The third decomposition stage uses two second level scaled frames and produces frames of size n/8 ×n/8.

The total number of pixels in the system is given by:

=

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(1)

For the 3D Haar Wavelet Transform, the number of

operations required to decompose the signal to level D is

given by equation (1) but with the expression summed to

D – 1. The number of operations per pixel is:

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This measure of computational load, at < 1.14

operations per pixel per filter, is close to the minimum

possible, and is a major speed improvement when

compared with that of the median filter or other methods.

3. Results

In this section we present data showing the raw output of

the motion channel and basic tracking results for our

system. Quantitative results were computed for three test

videos. Object detection rates for each video were

compared with the manually established ground truth. In

Table 1, TB stands for 'True Blobs', which is the true

number of moving objects in each frame. FP and FN

stand for False Positive and False Negative. In test videos

1 and 2, all false positives were observed to be due to

moving tree branches and all real moving objects were

detected. In the CAVIAR video a small number of false

positives were caused by shadows and a poster moving in

air currents. The 24 false negatives were due to a single

person moving slowly in a dark region of the video

(though there is clearly some argument whether these

false negatives should be counted as true positives).

Table 1. Performance of motion channel with three videos.

#

Frames TB FP FN Precision

Video 1 538 378 2 0 99.24%

Video 2 5458 2712 138 0 94.91%

CAVIAR 550

938

20

24

95.30%

For the segmentation tests we have chosen to compare our method with two background model and subtraction methods because they, like our method, have no requirement for a priori target information and they output a segmentation map of ‘moving’ pixels. We have chosen the temporal median filter because it has comparable algorithmic complexity to our own method, it may be set up to operate over a small number of frames and it has a simple bootstrap. The GMM approach is chosen as it is an accepted, particularly widely used background modelling method. Here both the median filter and the new method are computed over eight frames (the new method is computed to the third decomposition level, for which the number of frames is 23), and both also have an 8-frame bootstrap. GMM requires a larger number of frames in order for the Gaussians to stabilise on a particular distribution, and in our implementation we use a 20-frame bootstrap. The output from all three methods is presented without any subsequent morphological or noise reduction steps. It is also intended, that by contrasting our new method with two common accepted background modelling techniques, we may demonstrate that their weaknesses are general to the paradigm, rather than specific to any one implementation. 3.1. Tracking results

Simple tracking requires motion object detection and the extent of the object to be determined with good accuracy though not necessarily high precision (we shall clarify this point below). Here we show the tracking output for our technique. One important difference here is that with background modelling the motion mask must be of the same size as the input frame and it must be searched for objects using connectivity analysis. Through spatio-temporal scaling, the new method produces an output result 22D times smaller than the frame area (in this case, 64 times smaller) and thus a greatly reduced object search time.

The results shown in Fig. 6 were achieved based on motion alone, without the need for a predictive device such as a Kalman filter. (See the discussion in Section 4 relating to situations when occlusions occur.) The three tracks produced by the system are: (1) the pedestrian track, which shows the path of the target centroid including the slight ‘bobbing’ motion due to walking; (2) the track of the pedestrian’s reflection in the window; and (3) the hardly noticeable motion of a distant pedestrian seen through the branches of a tree (see the top left hand corner of figure 6). It is interesting to note that the method can clearly distinguish the motion of this pedestrian from the large amount of image noise at this point in the trees, even though the object is only a few pixels in size. The detail of this result is discussed in Fig. 7 below.

3.2. Segmentation comparison

Here we examine more closely the inner workings of the method. If precise segmentation of motion is required, the result of the third level of decomposition can be used as a mask for previous output, and the edge of the silhouette can be refined using the lower level decomposition outputs. Below is a comparison of results from several videos with different lighting and noise properties. The results of the new method have been thresholded to produce a silhouette comparable to background subtraction. However, the true output of the method is not binary: this is discussed in the next section.

We present here segmentation results from three video segments. So as to compare our method to background modelling techniques whose performances are highly dependent on noise levels, the videos were chosen for their differing noise levels. Video noise may be characterised by the median value of pixel variance over time (As discussed in Section 2.1 and Fig. 3). The test videos also display a range of pedestrian motion speeds and behaviours, and provide an important test of the windowing problem discussed in Section 1.

The first case presented here (Fig. 7, Video 1) is a simple motion segmentation task of an outdoor scene with diffuse lighting. The median pixel intensity variance is 1.65. The median filter results clearly show the difficulties of that method. The target is incorrectly segmented with leading and trailing edges separated. This is due to the slow speed of the target with respect to the temporal window size of 8 frames; the middle of the target has been absorbed into the background model. Both the GMM and new method give more accurate results.

Video 2 in Fig. 7 shows a variety of target pedestrian behaviours. The pixel variance is 3.05. In frames 665 and 767, the target is walking directly across the frame. There are slight shadows which interfere with segmentation and more random image noise than Video 1. This noise shows clearly in both median and GMM background subtraction results because these methods behave like a change detector. Pixels are segmented if the contrast with the background model is above some threshold. (In median filtering this threshold is global, in GMM it is pixelwise and adaptive.) Morphological closing (which would have to be anisotropic, and would to a fair extent be an ad hoc measure) could improve the background subtraction results, but this somewhat expensive step is unnecessary for the new method. (However, it is commonly necessary for many implementations, such as [8].) The random

Fig. 6. Object tracks from a 120-frame video using the new method. The three tracks shown are the pedestrian, his reflection in a window, and (top left) the movements of another pedestrian, seen through the branches of a tree.

Video 1

Video 2, Frame 665

Frame 767

Frame 5133

Frame 5185

Frames

Output Median Filter

Output GMM

Output New method

(Detail of Frame 767)

Fig. 7. Showing output from two videos. Video 1 is low noise outdoor scene. Video 2 is high noise, shows variety of pedestrian behaviours. The bottom row shows an enlarged section of Frame 767 with outputs.

structureless nature of the video noise means that the TED of the new method reacts less strongly, and is automatically removed by the scaling process. In this frame there are also two other small regions of motion (as

discussed in relation to Fig. 6). Median filtering detects only one of these, while GMM catches both, but in neither of these cases is a strong signal obtained. However neither method is capable of cleanly distinguishing these objects

from noise and it is likely that subsequent noise reduction steps will remove them entirely. The new method clearly detects both small moving regions while robustly eliminating all noise.

CAVIAR

Video

Median

Filter

GMM

New

Method

Fig. 8. CAVIAR database video. Half PAL format.

Frame 767 shows an important strength of the new method. Here the target has passed partly into the shadow of a tree. The background models fail to properly segment the legs because their intensity is too similar to the background. However, the motion of the legs, and thus the response of the TED is still sufficient to detect the full object and the new method segments the target correctly, as can be seen in the detail inset.

Fig. 7, Frame 5133, is of a target pedestrian walking slowly towards the camera, a case rarely dealt with in the background modelling literature. Because of the slow motion relative to the image frame, the centre of the target becomes absorbed into the background (to a large degree in the median filter, and less so in GMM), and the background subtraction results show large gaps. In Frame 5185 the pedestrian is waving his arms, this is discussed further in the future work section below. The new method results for Frame 5185 show slight ‘smearing’ of the arms due to their quick motion, which is a characteristic by-product of this method. (It must be emphasised that motion analysis is necessarily carried out over time, and thus refers to a range of positions: the complete picture at any moment can therefore only be

ascertained by combining form and motion information.) Again, the new method also detects a small moving object in the top left corner which is completely missed by both the median and GMM methods. Figure 8 is of the “fights & runs away 1” sequence from the CAVIAR database. This video shows the highest degree of noise of these examples with pixel variance as high as 10 in the brightly lit bottom left quadrant of the video. Again the new method has a cleaner response because this noise is random, and thus changing but not moving.

In all cases the new method demonstrates a far greater robustness to noise than either median filtering or GMM.

3.3. Future work: target understanding and analysis

The results presented above serve to compare the ability of the new method to detect motion from non-motion in a Boolean manner. However, the natural output of this method is not binary as with background modelling, but contains a wealth of sub-object level motion information which has been thresholded to produce the above comparisons. Our current research is on how best to utilise this extra information to achieve target understanding and behaviour analysis. We present some example output below (Figs. 9 and 10).

Fig. 9. Target motion field history superimposed on the current frame.

Fig. 10. Frame 5185 from Fig. 7, with insert showing instantaneous motion field of target.

Figure 9 shows a representation of the motion history of an object. The intensity of the red blocks indicates the maximum speed of that part of the object as it passed that point in the frame. It can be seen that the cyclical walking pattern of the pedestrian is revealed. This data can be used to both identify the nature of the moving object and its behaviour: it is a pedestrian if it has fast cyclical motion at the bottom; the pedestrian is walking and behaving normally if there are no other unusual motion patterns. Figure 10 shows an example of unusual behaviour. The figure shows a pedestrian waving his arms, with an inset showing the instantaneous motion field. Quickly moving arms are shown in red and slowly moving body is shown in blue. The pedestrian’s right knee is being brought forward at an intermediate speed and so is displayed as purple. This behaviour could be identified as unusual by comparing the motion profile of this figure with a database of common motion profiles.

4. Discussion

The key advantages of this preprocessing scheme over background modelling-based systems are its speed, simplicity and robustness. The system achieves tracking by directly using the motion field output, without the need for any predictive elements, such as a Kalman filter. In cases of ambiguity such as the merging of two objects, or occlusions, a higher level processing stage would be required to connect discontinuous tracks. We are currently investigating schemes based on object appearance and ordered sets.

This new method is a credible alternative to background modelling in every case we have tested. It sidesteps the temporal window problems discussed in Section 1, is far less computationally expensive, and provides a strong foundation of motion data for higher level analysis and understanding. However, in this study we have only dealt with the Haar Wavelet, and future research is required into whether this is the optimum filter for this task. Of particular interest is the question of whether higher order, non-symmetric or non-cubic filters might give even better results.

5. Conclusion

In this paper we have demonstrated a motion pre-processing algorithm which is both faster and more robust to noise than background modelling schemes. The algorithm works by detecting moving edges at various scales using spatio-temporal wavelet filters. The scaled down output of the algorithm also inherently aids object tracking, which requires a search for connected regions. The algorithm has been demonstrated to be considerably more sensitive for detection of motion even in cases where background modelling fails, where the contrast between background and target is low, or when the target is moving slowly, while at the same time maintaining a greater inherent robustness to noise. The algorithm can also track arbitrary objects without the need for a predefined target appearance model. Acknowledgment

This research has been funded by Research Councils UK under Basic Technology Grant GR/R87642/02. In addition, we acknowledge use of images in Figure 8 from EC Funded CAVIAR project/IST 2001 37540, found at URL: https://www.wendangku.net/doc/6a11013146.html,/rbf/CAVIAR/. References

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completion”, Proc. IEEE Conf. on Computer Vision and Pattern Recognition (CVPR’04), June 2004, pp. 120–127.

古代晋灵公不君、齐晋鞌之战原文及译文

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《鞌之战》阅读答案(附翻译)

鞌之战[1]选自《左传·成公二年(即公元前589年)》【原文】癸酉,师陈于鞌[2]。邴夏御齐侯[3],逢丑父为右[4]。晋解张御郤克,郑丘缓为右[5]。齐侯曰:“余姑翦灭此而朝食[6]。”不介马而驰之[7]。郤克伤于矢,流血及屦,未绝鼓音[8],曰:“余病[9]矣!”张侯[10]曰:“自始合,而矢贯余手及肘[11],余折以御,左轮朱殷[12],岂敢言病。吾子[13]忍之!”缓曰:“自始合,苟有险[14],余必下推车,子岂识之[15]?——然子病矣!”张侯曰:“师之耳目,在吾旗鼓,进退从之[16]。此车一人殿之[17],可以集事[18],若之何其以病败君之大事也[19]?擐甲执兵,固即死也[20]。病未及死,吾子勉之[21]!”左并辔[22],右援枹而鼓[23],马逸不能止[24],师从之。齐师败绩[25]。逐之,三周华不注[26]。【注释】 [1]鞌之战:春秋时期的著名战役之一。战争的实质是齐、晋争霸。由于齐侯骄傲轻敌,而晋军同仇敌忾、士气旺盛,战役以齐败晋胜而告终。鞌:通“鞍”,齐国地名,在今山东济南西北。 [2]癸酉:成公二年的六月十七日。师,指齐晋两国军队。陈,列阵,摆开阵势。 [3]邴夏:齐国大夫。御,动词,驾车。御齐侯,给齐侯驾车。齐侯,齐国国君,指齐顷公。 [4]逢丑父:齐国大夫。右:车右。 [5]解张、郑丘缓:都是晋臣,“郑丘”是复姓。郤(xì)克,晋国大夫,是这次战争中晋军的主帅。又称郤献子、郤子等。 [6]姑:副词,姑且。翦灭:消灭,灭掉。朝食:早饭。这里是“吃早饭”的意思。这句话是成语“灭此朝食”的出处。 [7]不介马:不给马披甲。介:甲。这里用作动词,披甲。驰之:驱马追击敌人。之:代词,指晋军。 [8] 未绝鼓音:鼓声不断。古代车战,主帅居中,亲掌旗鼓,指挥军队。“兵以鼓进”,击鼓是进军的号令。 [9] 病:负伤。 [10]张侯,即解张。“张”是字,“侯”是名,人名、字连用,先字后名。 [11]合:交战。贯:穿。肘:胳膊。 [12]朱:大红色。殷:深红色、黑红色。 [13]吾子:您,尊敬。比说“子”更亲切。 [14]苟:连词,表示假设。险:险阻,指难走的路。 [15]识:知道。之,代词,代“苟有险,余必下推车”这件事,可不译。 [16]师之耳目:军队的耳、目(指注意力)。在吾旗鼓:在我们的旗子和鼓声上。进退从之:前进、后退都听从它们。 [17]殿之:镇守它。殿:镇守。 [18]可以集事:可以(之)集事,可以靠它(主帅的车)成事。集事:成事,指战事成功。 [19]若之何:固定格式,一般相当于“对……怎么办”“怎么办”。这里是和语助词“其”配合,放在谓语动词前加强反问,相当于“怎么”“怎么能”。以,介词,因为。败,坏,毁坏。君,国君。大事,感情。古代国家大事有两件:祭祀与战争。这里指战争。 [20]擐:穿上。执兵,拿起武器。 [21]勉,努力。 [22]并,动词,合并。辔(pèi):马缰绳。古代一般是四匹马拉一车,共八条马缰绳,两边的两条系在车上,六条在御者手中,御者双手执之。“左并辔”是说解张把马缰绳全合并到左手里握着。 [23]援:拿过来。枹(fú):击鼓槌。鼓:动词,敲鼓。 [24]逸:奔跑,狂奔。 [25] 败绩:大败。 [26] 周:环绕。华不注:山名,在今山东济南东北。【译文】六月十七日,齐晋两军在鞌地摆开阵势。邴夏为齐侯驾车,逢丑父担任车右做齐侯的护卫。晋军解张替郤克驾车,郑丘缓做了郤克的护卫。齐侯说:“我姑且消灭了晋军再吃早饭!”齐军没有给马披甲就驱车进击晋军。郤克被箭射伤,血一直流到鞋上,但他一直没有停止击鼓进。并说:“我受重伤了!”解张说:“从开始交战,箭就射穿了我的手和胳膊肘,我折断箭杆继续驾车,左边的车轮被血染得深红色,哪里敢说受了重伤?您还是忍住吧。”郑丘缓说:“从开始交战,只要遇到险峻难走的路,我必定要下去推车,您哪里知道这种情况呢?——不过您确实受重伤了!”解张说:“我们的旗帜和战鼓是军队的耳目,或进或退都听从旗鼓指挥。这辆战车只要一人镇守,就可以凭它成事。怎么能因为受伤而败坏国君的大事呢?穿上铠甲,拿起武器,本来就抱定了必死的决心。您虽然受了重伤还没有到死的地步,您就尽最大的努力啊!”于是左手把马缰绳全部握在一起,右手取过鼓槌来击鼓。战马狂奔不止,晋军跟着主帅的车前进。齐军大败,晋军追击齐军,绕着华不注山追了三圈。

食品实验室设备配置清单(原创)

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形漏斗、展开槽/染色缸、西林瓶(青霉素瓶)及塞子。 注:特殊玻璃仪器都可向玻璃公司定做,可根据提出要求做,可向他们要有关尺寸规格。 2 工艺研究实验室 名 称数 量 台式高速离心机1 低速台式大容量离心机1 超速离心机1 冷冻离心机1 小型粉碎机1 超声波破碎机1 冷冻干燥机1 实验室喷雾干燥机1 微波炉1 冰箱1 分离填料1 高效硅胶预制板2 3 精密分析实验室 名 称数 量 电子分析天平1 紫外分析仪1 标准比色仪1 紫外分光光度计1 食品物性分析仪1 凝胶成像分析仪1 红外水份测定仪1 水份活度仪1

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