Detection of forest change
using multi-spectral scanner data
Xu Dingcheng, You Xianxiang, Han Xichun Beijing Forestry
University, Beijing, China
Abstract In the
experiment, MSS satellite data tapes of two periods (May, 1976-October,
1985) were using and the following methods which were studied include
image D-value, D-value of ratio vegetation index, Normalized D-value
vegetation index, Multi-temporal KL analysis and Monitoring of classified
comparison. These methods have been used in the forest dynamic monitoring.
Research on region information acquisition and
methods The experimental region is located in Pingquan County,
Hebei Province (at 41°2'19" - 41°14'10" N and 118°31'43" - 118°47'36" E).
The area of experiment is about 600 square kilometers, Two MSS data tapes
of two periods were used in the experiment (see the following table.)
satellite number |
2 |
5 |
date |
Many 16,1976 |
October 7, 1985 |
index number |
13/31 |
13/31 |
sun angle |
56° |
48° |
position angle the sun |
123° |
135° | Besides, the following
aerial photos were also used in the experiment: Black-white aerial
photos 1:50,000, taken in 1979; infrared color aerial photos (1:,30,000,
1:70,000 and 1:130, 000)' and a number of forest distribution maps in
different periods and topographic maps, etc. In the experiment,
binary cubic multinomial and bilinear interpolation was adopted to take
samples and the temporal image MSS of 1985 was corrected. During the
correction 19 control points were evenly used. After correction, the image
of 1985 was taken as the standard, while the image of 1976 was registered
with that of 1985. The mean square root errors in X and Y after
recombination are 0.331 pixel, and 0.274 pixel, respectively.
Dynamic monitoring method of forest areaDynamic
monitoring of forest area was conducted by mans of the difference between
the two-temporal images. The two-temporal changes can be divided into two
kinds The first kind includes atmospheric condition, soil moisture, the
difference in satellite detection process, etc. which influence most or
all pixels. The influence can be eliminated or decreased through
operations or rotary data space. the second involves only part of pixels,
such as forest felling, afforestation regeneration seasonal difference
etc. To collect the information of forest dynamic changes, the
following methods were used in the experiment:
- Method of Image D-value
The growth and decline of forest
will induce the changes of images of red-light waveband as well as near
infrared waveband. The method of image D-value is used to substract
lumin-ance value of the first temporal image from the matched original
image of the second temporal. Theoretially, positive and negative values
indicate the changed pixels and zero indicates the pixels without
changes.
Since the luminance value of image is between 0 and
255, a constant is usually added in the method of D-value to eliminate
the negative value.
The formula is as follows:
DX ( ijk ) = X( 2 )( ijk ) - X ( 1 )( ijk ) +
C
where
DX indicates changed image X (1), X (2)
indicate the first and second temporal images C indicates constant;
i indicates line;j indicates row; k indicates waveband. The
histogram of the D-value image MSS7 and MSS5 produced by the method of
image D-value isdistributed like a bell in shape (see Figure 1).
Fig. 1. Diagrammatic sketvh of D-value
image threshold detection
Although the two wavebands
are highly sensitive to vegetation changes, the combination of the
changes of pixel luminance caused by aspection difference, atmosphere,
location of satellites and difference of soil moisture, and the changes
of vegetation coverage makes the two kinds of changes unable to be
separated. As a result, it is difficult to collect all of information,
While the influences of different factors on different wavebands are not
the same, the colour combination of the D-value of 3 wavebands
synthesizes the dynamic information of different wavebands. Therefore,
the information of vegetation changes can be conspicuous.
If
D-value images MSS7, MSS5 and MSS4 are respectively matched with the
colour synthetic images of red, green and blue, the increased area of
vegetation will be red; the damaged area of vegetation is dark drown;
the greater part of cyan represents type of land without any change.
Simple D-value synthetic image produces excellent visual interpretive
effects.
- D-value Method of Ratio Vegetation Index
Since the ratio
of IR/RED is closely related to plant biomass, this vegetation index of
comparative two-temporal can effectively monitor the forest vegetation
changes. At th3 same time, the ratio can also eliminate the influence of
the atmospheric condiction, soil moisture and sun angle on the image,
and reduce the difference of changes not caused by the type of land, and
, consequently, the changes of land type become
conspicuous.
Calculation formula:
DRij = (MSS7(2)ij / MSS5(2)ij ) C2 - (
MSS7(1)ij / MSS5(1)ij ) C1 + C
DR(ij)
ratio D-value image; MSS(1) first temporal; MSS(2) second
temporal; C, C1, C2 constant; i line; j row. On the ratio
image, pixels of high luminance mean the sharp increased area of ratio
vegetation index, while low luminance the sharp decreased area of ratio
vegetation index; a greater part of pixel assumes intermediate grey,
signifying an area of slight change of vegetation index. In view of the
distribution of histogram pixels of the violently changed vegetation
index distribute at the two tails of the histogram At the left tail is
the distribution of pixels of sharply decreased vegetation index, while
at the right tail is the distribution of pixels of sharply increased
vegetation index. Vegetation index changes slightly in a greater part of
area and distributes in the intermediate position of the histogram. The
luminance distribution of the entire vegetation index D-value image is
continous. The two-temporal vegetation index changes are as follows:
- Changes are caused by the difference of seasons. However, if only
it is in the growing season, no great changes will take place with the
changes of seasons.
- Changes are caused by those of vegetation viability. Nevertheless,
owing to the long growing cycle and slow senility of forests, and in
the condition of short plastochron, changes of vegetation index will
be slight.
- Changes of vegetation index are caused by the succession and
reform of forest vegetation. Changes caused by this factor, in fact,
are different from those of vegetation index caused by vegetation
type. However, the former changes, in general, are not great
either.
- Changes in the growth and decline of forest vegetation are,
mainly, caused by felling, fire and afforestation. The sharp changes
of vegetation index caused by this factor are even greater that those
caused by other factors.
Based on the fact that the growth
and decline of forest vegetation exerts a remarkable influence on the
changes of vegetation index, the changes of forests can be monitored
according to the changes of vegetation index. Dynamic monitoring of
forest area, in general, can be divided into three kinds, namely,
newly-increased forest land, untouched forest land and damaged forest
land. For this reason, vegetation index D-value image must be divided
according to a certain threshold to detect the position and size of the
changed area. In order to determine the division accuracy of different
threshold, 225 sample points are set up at the entire experimental
window. According to the standard of dynamic results interpreted by
two-temporal aerial pictures, accuracy of different thresholds is
checked and taken. Consequently, optimum threshold is determined. During
the interpretation of aerial photos, in consideration of spatial
resolution of image MSS and classification method of forest
investigation of our country, changes of forest land are determined as
follows:
newly-increased forest land:
forestless land > forest land, shrub forest land thin
stockedl land > forest land, shrub foreest land damaged
forest land:
forest land > forestless land, thin stocked land; shrub forest
land > forestless land In order to estimate the accuracy of
dynamic monitoring, during calculating, monitoring accuracy, average
accuracy and total accuracy should first be calculated respectively, and
the average value of both is taken as the criterion to compare different
thresholds (see Table1) .
Table 1 shows that monitoring accuracy
detected with 1.25 thime s of standard difference is the highest;
average accuracy amounts to 78.5% and comprehensive accuracy, 76.85%.
Table 1 Image threshold detection table of ratio
vegetation D-value
standard difference time K |
average value x=89. 177 standard difference
STD=15.288 |
accuracy of correct classification unit % |
average accuracy |
total accuracy |
comprehensive accuracy |
0.75 |
68.53 |
69.78 |
69.20 |
1.00 |
70.32 |
72.40 |
71.36 |
1.25 |
78.50 |
75.20 |
76.85 |
1.50 |
73.35 |
74.35 |
73.79 |
Calculation methods
of different accuracy in Table 1 are as follows (the same with others)
average accuracy = (( monitoring accuracy of correct changes +
accuracy of correct non - changes) / 2) 100%
total accuracy =
(correct total / total number of samples ) x 100%
comprehensive
accuracy = (( average accuracy + total accuracy ) / 2 ) X 100%
- Normalized D-value Vegetation Index Method
Like ratio
vegetation index, normalized D-value vegetation index reflects
vegetation. In the area of sparse vegetation and great interference of
soil background , the application of normalized D value vegetation index
is superior to ratio vegetation index.
calculation formlua:
DNDij = ND(2)ij - ND(1)ij +
C
NDij(k) = ( MSS7(k)ij - MSS5(k)ij ) / ( MSS7(k)ij + MSS5(k)ij )
) * CK where:
DND stands for D-value image; normalized
vegetation index; MSS (7) the 7th waveband; MSS 5 the 5th waveband; k
temporal; i line, j row and constant. The result of this method is shown
as Table 2, The average acuracy is 75.6% total accuracy, 73.7% and
comprehensive accuracy, 74.7%.
- Method of Multi-temporal KL Analysis
Two-temporal
wavebands of MSS are taken as eight-channel data. The extended data, by
KL analysis, separate the vegetation information changes taken as a type
of noise from the high order KL producing vegetation dynamic
information, in the process of multi temporal structure protation
Landsat image is transformed by means of KL, The first KL is luminace,
the second green, greater part of the third and fourth, noise.
Two conditions are needed for carrying out dynamic monitoring by
means of multi-temporal KL, e.i., two-temporal images possess
dimensionality of two-dimension, namely, luminance and green, Land
coverage and changing extent of vegetation exceed a certain limit. With
the two conditions, and through exact registration, these multi-temporal
multi-dimension data in numeral space rotation produce spectral
reflection changes caused by different dynamic changes which are
separated each as one-dimension component. Of the new KLs, the four KLs,
stable luminance and stable green, changing luminance and changing green
are of significance.
Table 2 shows characteristic root and
characteristic vector of the KL transformation of MSS two-temporal
experimental window images. Each of the first and second KL of
two-temporal includes more than 98% of the information of the four
original waveband images Consequently, the basic dimensionality of the
two-temproal's original data is two-dimensional; each of the first KL of
two-temporal is positive value, being luminance of image, accounting for
about 90% of total information; while the second KL in waveband of
visible-light is negative value, in infrared waveband, positive value.
This KL reflects the characteristics of vegetation, called "green".
Dynamic changes can be analyzed from the transformation of
multi-temporal KL. From Table 3 it can be seen that the characteristic
vectors of the first principal component are positive value, reflecting
the stable luminance of multi-temporal image, and including 71.8% of all
variable information. Multi-temporal first principal component image
reveals that where the luminance is high on the image of different
wavebands of two-temporal, the luminance on the first principal
component image is also high, such as waste land and farmland, etc. In
the first four passages of the second principal component, the
characteristic vectors of the first temporal at the four wavebands are
all negative values. While in the latter four passages, the
characteristic vectors of the second temporal in the four wavebands are
all positive values. This principal component reflects the changes of
two-temporal luminance. The second principal component image shows that
the luminance changes of bench and arable land near gullies and valleys,
along rivers and streams, are greater. It can be seen from image of the
16 May , 1976 that because it was spring, soil humidity of these regions
was greater; and, hence the luminance in different wavebands was low.
However, on the image of the 7th October, 1985, because it was autumn,
the bare soil was dry, and the luminance of different wavebands was
higher, The general trend of characteristic vectors of the third
principal component is negative value at the visible wavebands of
different temporals, but positive value at infrared waveband. Therefore,
this waveband is stable green. In the third principal component image,
where there is vegetation cover, the pixel luminance is higher. The
characteristic vectors of the fourth principal component are positive
value at the first temporal visible-light waveband and the second
temporal infrared waveband; first temporal infrared waveband and the
second temporal visible-light waveband are negative value. This
principal component gives prominence to changes of the two temporal
reflection spectra, caused by vegetation. In this principal component
image, the luminance of newly increased vegetation region is high, that
of damaged vegetation region, low. Compared with the first four KLs, the
KLs of higher orders contain very little information and it is difficult
to determine its significance. For dynamic monitoring of forest the
fourth principal component is the information we want to extract, which
reflects the situation of vegetation changes. The monitoring accuracy of
dynamic image separated by 1.50 times of standard difference, using
standard difference threshold, is the highest. The average accuracy
amount s to 78.4%, total accuracy, 80.64%, and comprehensive accuracy,
79.52%.
Table 2 Characteristics root and characteristic vector of
MSS experimental window image of 1976, 1985
|
Statistic |
Principle Component |
1 |
2 |
3 |
4 |
1976 |
Characteristic root |
109.635 |
9.729 |
1.369 |
0.958 |
Contribution Rate |
90.1% |
8.0% |
1.1% |
0.8% |
Accumulated contribution rate |
90.1% |
98.1% |
99.2% |
100% |
1985 |
Characteristic root |
148.783 |
13.926 |
1.836 |
1.438 |
Contribution Rate |
89.6% |
8.4% |
1.1% |
0.9% |
Accumulated contribution rate |
89.6% |
98.0% |
99.1% |
100% |
Table 3 Multi-temporal
KL characteristic root and characteristic vector
Channel |
Principle Component |
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
1 |
0.413 |
-0.094 |
-0.546 |
0.239 |
0.481 |
0.475 |
-0.093 |
0.006 |
2 |
0.436 |
-0.109 |
-0.421 |
0.163 |
-0.506 |
-0.316 |
0.451 |
-0.000 |
3 |
0.420 |
-0.369 |
0.082 |
-0.147 |
-0.145 |
-0.271 |
-0.745 |
0.089 |
4 |
0.354 |
-0.531 |
0.507 |
-0.237 |
0.180 |
0.194 |
0.449 |
-0.087 |
5 |
0.317 |
0.459 |
-0.010 |
-0.392 |
0.519 |
-0.502 |
0.113 |
0.035 |
6 |
0.343 |
0.478 |
0.086 |
-0.408 |
-0.431 |
0.525 |
-0.045 |
0.131 |
7 |
0.209 |
0.286 |
0.300 |
0.415 |
-0.038 |
-0.016 |
-0.116 |
-0.754 |
8 |
0.218 |
0.197 |
0.405 |
0.589 |
0.056 |
-0.040 |
0.033 |
0.630 |
Characteristic root |
1828.54 |
455.141 |
146.449 |
53.942 |
25.619 |
18.652 |
13.589 |
6.197 |
Contribution rate |
71.8% |
17.9% |
5.8% |
2.1% |
1.0% |
0.7% |
0.5% |
0.2% |
Accumulated contribution rate |
71.8% |
89.7% |
95.5% |
97.6% |
98.6% |
99.3% |
99.8% |
100% |
- Monitoring Method of Classified of Classified
Comparison
On the basis two-temporal classification image,
contingency table is obtained by comparing pixels one by one. This
contingency table can explain the changing situation of different type
of land. Method of classified comparison is conducted on the basis of
two-temporal classification image. Its accuracy is the product of
two-temporal classification accuracy. This indicates that this method
makes high demands on the classification accuracy of different temporal
images, before the results of dynamic monitoring can reach acceptable
accuracy. At present, however, owing to the restriction of classified
accuracy, accuracy, accuracy of classified comparison method is not
satisfactory.
During the classification of images of
experimental area, it is difficult to select training area, because
different types os land are comparatively broken.
Two-temporal
experimental window is classified using unsupervised classification. The
combined images MSS 7, 5,4 of different periods are classified. The
temporal images of 1976 are sorted into 18 classes and those of 1985, 15
classes. With reference to te collected colour infrared aerial pictures,
black-white aerial pictures and two-temporal forest distribution maps,
the corresponding relations of classification results and practical
classification of surface features are determined . Because the key
point of this experiment is forest vegetation, and, at the same time ,
considering the influence of two-temporal image on the difference of
land types, the land types should be combined to the utmost extent.
Different-temporal land types are combined into the following 5 classes:
1. water area; 2. Conferous forests; 3. Deciduous forest; 4.
Shrub forests; 5. Farmland and wik grassland.
The method of
sampling is used in examining the accuracy of classification results. At
the entire window are set up 225 specimen points; the results of
comparative classification are examined by means of the interpretation
results on aerial pictures. The results of examination shows that the
temporal classification accuracy of 1976 is 75.4% the temporal
classification accuracy of 1985, 80% According to this accuracy, the
dynamic matrix obtained on the basis of comparison between pixel and
pixel and pixel has only 80.0 x 75.4 = 60.32%. The error amounts to as
high as 39.68%. Thus, it can be seen that the dynamic change matrix
produced in this way is unreliable. However, the dynamic changes among
and within the land types can still be understood there from to some
extent. DiscussionFrom the comparison of different
methods it can be seen that the highest comprehensive accuracy of
multi-temporal KL analysis method reaches 79.52%; that of ratio vegetation
index, , 76.85% and that of normalized vegetation index, 74.7%. The reason
why the accuracy is not very high is that the spatial resolution of MSS
image is not high. It is not easy to monitor the small area of forest
land. Spectral reflection changes caused by the factor of seasons accounts
for the error. If the information sources such as TM, SPOT images area
adopted and the same temporal is used as much as possible in conducting
dynamic monitoring , higher investigation accuracy can be obtained.
Both ratio vegetation index and normalized vegetation index, going
through the operation process of the same temporal image ratio, eliminate
the changes of gain in terms of time existing on the image of single
waveband. However, ratio will strengthen the random noise on the image.
By using the method of multi-temporal KL analysis, both the data
relationship and the influence of atmosphere, the sun angle, soil moisture
and noise on the image are eliminated. The process, in which the method of
multi-temporal KL analysis is used in monitoring the dynamic changes of
vegetation is, in fact, that in the process of multi-temporal image
numeral rotation, the changes [the increase of near infrared wavebands
(MSS4, MSS5) reflection] caused by vegetation to soil reflection are
speparated as high-order KL. When this methods is used, the changing area
of vegetation should accounts for only a small proportion of the total
area, owing to a small part shared by the high order principal components.
In addition, it is required that what the first two of different temporal
images KLs reflect the "green". That under what proportion this method
could be used remainds to be further studied. Image D-value method
directly compares two-temporal corresponding single wavebands. Owing to
the different influences of atmosphere and the sun angle on two-temporal
image, if dynamic information is extracted from the D-value image of
single waveband, the two-temporal image must be through
radiation-correction. Normalization of the sun angle or un-changed land
type is taken as sampling point; the registration of two images' luminance
is con-ducted by using the method of linear regression. Landsat-MSS 7th
and 5th wavebands can be used in monitoring vegetation dynamics.
By using classification comparison method, based on the comparison
between pixel and pixel the situation of changes among and within
different types of land can be understood. But it is required that
different temporal images be first exactly classified, for the broken area
of land type is liable to cause the phenomenon of mis-classification, thus
restricting the accuracy of classification. Classification comparison
method, used in monitoring dynamics in the complete area of land type, can
be expected to reach higher accuracy. Reference
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