acts, to which we
nsity with stable
)r one season or
>ne or more
>arcels
3 managed,
an one
especially in the
much more
3l.
suggesting the
d an economic
Itural censuses,
ively managed
Land (tow
:terised by:
intensity of use
here are usually
f use which
fragmentation which is characteristic of a substantial
proportion of these intensively used rural areas high
spatial resolution data are needed. By high resolution
we mean at least 30 metres and to be certain of acquiring
pure pixels and not mixels a resolution of 10 metres
would be appropriate. Since such high spatial
resolutions put a great strain on data transmission,
archiving and processing systems there is an urgent
need to determine the extent to which economies can be
made in data capture and handling procedures.
3 APPROPRIATE ECONOMIES IN DATA PROVISION
Spatial data can be classified according to a number of
criteria and for the purposes of the argument here we
shall adopt the folowing:
Vector data (point, line and area information)
Raster data (information by individual grid squares)
Static or relatively static spatial data - changes after 5
years
Dynamic spatial data - changes weekly
The place of data on renewable natural resources falls in
the position shown below in the following matrix:
tract with a limited range of crops and substrate, namely
two types of grassland and bare soil. The date of the
imagery was 4 February 1983.
The data were analysed to determine the effect of the
level of sampling on the spectral information as such a
measure would seem to indicate the extent to which
spectral discrimination would be possible as well as to
reveal the effectiveness of sampled data. The 30 metre
spatial resolution of Landsat TM provided data which
showed a large number of pixels in this particular study
area where the fields were all a number of hectares in
extent.
Field S1 S2 G1 G2 L1 L2
Area (ha) 7.2 11.16 3.69 8.82 10.26 10.98
S1 and S2 were bare soil
G1 and G2 were under grass
L1 and L2 were under another grassland type
The samples from the indivdual parcels were built up
from five randomly selected pixels within the parcel.
Boundary pixels (mixels) were not used in the samples.
A total sample for each parcel of thirty pixels was built up
by taking five further sets of five random pixels. The
results were as follows:
ick usually
crop and
e regions where
d no economic
ensive
3mote sensing
d types of land
sted that these
)ercent or more
i managed
o of land falls
ns of
ills outside the
3 sensing. The
e of cover which
r.
is associated
nonitoring,
stified if it is
ihanges in land
.te that only low
II be appropriate
obably in
onniques.
r that remote
vhere at the
dhave the
jces at least
p and livestock
)mprises only
ngeland cover,
suit of the
ecause of the
Vector Raster
Static Topographic
mapping
Dynamic — Renewable
natural
resource data
All of the above types of data have an important role in
renewable resource surveys but they can only be utilised
if there is some means of merging them. The following
section deals with a method by which this could be
achieved.
4 SAMPLING PRINCIPLES FOR RENEWABLE
RESOURCES STUDIES
It is unfortunate that the types of data relevant to the
detection and mapping of renewable natural resources
surveys fall into different spatial data domains, that is the
vector data concerning the posiitons of the relatively
static parcel boundaries and the raster data relating to
the land cover. Yet It should be possible to merge the
two types of data to maximise the effectiveness of the
raster data which contain the dynamic land cover
information but which are not effective in locating the
precise position of linear features. It is the static
information on the extent of parcels which is essential as
comroi on to which some or all of the dynamic data can
be registered.
In the introduction it was emphasised that there was a
need to economise in the volume of data handled
especially as increased temporal resolution would be
needed in future for reliable discrimination. The
question should therefore be asked how few spatial data
can suffice in discriminating parcels of particular crops or
cover. In order to answer this question remotely sensed
TM data of an area in southern England were used of a
Grassland type 1 - mean & standard deviations
of dns for TM bands 3 and 4
Sample Spec,
size band(TM)
5 4 mean
3
4 s.dev
3
10 4 m
3
4 sd
3
15 4 m
3
4 sd
3
20 4 m
3
4 sd
3
25 4 m
3
4 sd
3
30 4 m
3
4 sd
3
Parcel G1 Parcel G2
38.47
35.07
18.83
16.03
2.46
1.87
0.25
0.31
38.43
35.87
18.91
16.26
2.79
2.10
0.26
0.39
39.54
36.92
19.8
19.15
3.0
2.38
0.31
0.44
38.23
36.08
18.71
16.76
3.37
2.66
0.35
0.51
38.57
37.11
19.21
17.24
3.71
3.20
0.40
0.57
39.12
37.24
18.65
17.30
3.86
3.72
0.44
0.65
A number of features are evident in the above tables.
First the three types of land cover are easily
distinguishable in the spectral data, even the two very
similar types of grass cover. Secondly the cover types
can be as easily distinguished on the basis of five pixels
as on the basis of 30 pixels or total cover.
The total areas of the parcels ranged from 3.69 hectares
to 11.16 hectares. In the former the number of TM pixels
which could fall in the parcel would be 41 and in the
latter 124. The results indicate that in areas where the
parcels size is as large as 10 hectares it is possible to