diagSet_check_by_density: Generate a spatial layout of checks by diagonal design...

Description Usage Arguments Examples

View source: R/diagSet_check_by_density.R

Description

This function generates a layout grid with checks on diagonal (pre-designed)

Usage

1
diagSet_check_by_density(n.row, n.col, by.density)

Arguments

n.row

The row of the retangular grid

n.col

The column of the retangular grid

by.density

The density of the checks, range from 0.01 to 0.35

Examples

1
2
nr=10; nc=20; den=0.2
diagSet_check_by_density(n.row=nr, n.col=nc, by.density=den)

Example output

Loading required package: fields
Loading required package: spam
Loading required package: dotCall64
Loading required package: grid
Spam version 2.2-2 (2019-03-07) is loaded.
Type 'help( Spam)' or 'demo( spam)' for a short introduction 
and overview of this package.
Help for individual functions is also obtained by adding the
suffix '.spam' to the function name, e.g. 'help( chol.spam)'.

Attaching package: 'spam'

The following objects are masked from 'package:base':

    backsolve, forwardsolve

Loading required package: maps
See https://github.com/NCAR/Fields for
 an extensive vignette, other supplements and source code 
Loading required package: reshape2
    row.var col.var check
1         1       1     1
2         2       1     0
3         3       1     0
4         4       1     0
5         5       1     1
6         6       1     0
7         7       1     0
8         8       1     0
9         9       1     1
10       10       1     0
11        1       2     0
12        2       2     0
13        3       2     1
14        4       2     0
15        5       2     0
16        6       2     0
17        7       2     1
18        8       2     0
19        9       2     0
20       10       2     0
21        1       3     0
22        2       3     0
23        3       3     0
24        4       3     0
25        5       3     0
26        6       3     0
27        7       3     0
28        8       3     0
29        9       3     0
30       10       3     0
31        1       4     1
32        2       4     0
33        3       4     0
34        4       4     0
35        5       4     1
36        6       4     0
37        7       4     0
38        8       4     0
39        9       4     1
40       10       4     0
41        1       5     0
42        2       5     0
43        3       5     1
44        4       5     0
45        5       5     0
46        6       5     0
47        7       5     1
48        8       5     0
49        9       5     0
50       10       5     0
51        1       6     0
52        2       6     0
53        3       6     0
54        4       6     0
55        5       6     0
56        6       6     0
57        7       6     0
58        8       6     0
59        9       6     0
60       10       6     0
61        1       7     1
62        2       7     0
63        3       7     0
64        4       7     0
65        5       7     1
66        6       7     0
67        7       7     0
68        8       7     0
69        9       7     1
70       10       7     0
71        1       8     0
72        2       8     0
73        3       8     1
74        4       8     0
75        5       8     0
76        6       8     0
77        7       8     1
78        8       8     0
79        9       8     0
80       10       8     0
81        1       9     0
82        2       9     0
83        3       9     0
84        4       9     0
85        5       9     0
86        6       9     0
87        7       9     0
88        8       9     0
89        9       9     0
90       10       9     0
91        1      10     1
92        2      10     0
93        3      10     1
94        4      10     0
95        5      10     1
96        6      10     0
97        7      10     1
98        8      10     0
99        9      10     1
100      10      10     0
101       1      11     1
102       2      11     0
103       3      11     0
104       4      11     0
105       5      11     1
106       6      11     0
107       7      11     0
108       8      11     0
109       9      11     1
110      10      11     0
111       1      12     0
112       2      12     0
113       3      12     1
114       4      12     0
115       5      12     0
116       6      12     0
117       7      12     1
118       8      12     0
119       9      12     0
120      10      12     0
121       1      13     0
122       2      13     0
123       3      13     0
124       4      13     0
125       5      13     0
126       6      13     0
127       7      13     0
128       8      13     0
129       9      13     0
130      10      13     0
131       1      14     1
132       2      14     0
133       3      14     0
134       4      14     0
135       5      14     1
136       6      14     0
137       7      14     0
138       8      14     0
139       9      14     1
140      10      14     0
141       1      15     0
142       2      15     0
143       3      15     1
144       4      15     0
145       5      15     0
146       6      15     0
147       7      15     1
148       8      15     0
149       9      15     0
150      10      15     0
151       1      16     0
152       2      16     0
153       3      16     0
154       4      16     0
155       5      16     0
156       6      16     0
157       7      16     0
158       8      16     0
159       9      16     0
160      10      16     0
161       1      17     1
162       2      17     0
163       3      17     0
164       4      17     0
165       5      17     1
166       6      17     0
167       7      17     0
168       8      17     0
169       9      17     1
170      10      17     0
171       1      18     0
172       2      18     0
173       3      18     1
174       4      18     0
175       5      18     0
176       6      18     0
177       7      18     1
178       8      18     0
179       9      18     0
180      10      18     0
181       1      19     0
182       2      19     0
183       3      19     0
184       4      19     0
185       5      19     0
186       6      19     0
187       7      19     0
188       8      19     0
189       9      19     0
190      10      19     0
191       1      20     1
192       2      20     0
193       3      20     1
194       4      20     0
195       5      20     1
196       6      20     0
197       7      20     1
198       8      20     0
199       9      20     1
200      10      20     0

SpatialFloor documentation built on May 2, 2019, 1:45 p.m.