Importação do censo
## Parsed with column specification:
## cols(
## .default = col_character(),
## CAP = col_double(),
## Alt = col_double(),
## QF = col_double(),
## Quebrada = col_logical(),
## Classe_Dia = col_double(),
## N_arv = col_double(),
## Sanidade = col_logical(),
## vol = col_double(),
## Patio = col_logical(),
## x_ok = col_double(),
## y_ok = col_double(),
## Placa = col_double(),
## index = col_double()
## )
## See spec(...) for full column specifications.
## Warning: 47623 parsing failures.
## row col expected actual file
## 1134 Quebrada 1/0/T/F/TRUE/FALSE x 'tb_arvores.csv'
## 1137 Quebrada 1/0/T/F/TRUE/FALSE x 'tb_arvores.csv'
## 1805 Quebrada 1/0/T/F/TRUE/FALSE x 'tb_arvores.csv'
## 2103 Quebrada 1/0/T/F/TRUE/FALSE x 'tb_arvores.csv'
## 2964 Quebrada 1/0/T/F/TRUE/FALSE x 'tb_arvores.csv'
## .... ........ .................. ...... ................
## See problems(...) for more details.
## tibble [82,706 × 23] (S3: spec_tbl_df/tbl_df/tbl/data.frame)
## $ UPA : chr [1:82706] NA "UPA-04" "UPA-04" "UPA-04" ...
## $ UT : chr [1:82706] NA "UT-01" "UT-01" "UT-01" ...
## $ Nome_Verna: chr [1:82706] NA "Marupa" "Garapeira" "Castanheira" ...
## $ Nome_Cient: chr [1:82706] NA "Jacaranda copaia" "Apuleia leiocarpa" "Bertholletia excelsa" ...
## $ CAP : num [1:82706] NA 215 295 280 298 269 285 182 220 219 ...
## $ Alt : num [1:82706] NA 14 15 17 16 16 18 18 16 7 ...
## $ QF : num [1:82706] NA 2 1 1 1 1 1 1 1 1 ...
## $ Morta : chr [1:82706] NA NA NA NA ...
## $ Caída : chr [1:82706] NA NA NA NA ...
## $ Quebrada : logi [1:82706] NA NA NA NA NA NA ...
## $ Ocada : chr [1:82706] NA NA NA NA ...
## $ DMC : chr [1:82706] NA "Acima" "Acima" "Abaixo" ...
## $ Classe_Dia: num [1:82706] NA 65 95 85 95 85 95 55 75 65 ...
## $ Seleção : chr [1:82706] NA "Rara" "Explorável" "Proibida de Corte" ...
## $ Categoria : chr [1:82706] NA "Rara" "Corte" "Proibida de Corte" ...
## $ N_arv : num [1:82706] NA 1 2 3 4 5 6 7 8 9 ...
## $ Sanidade : logi [1:82706] NA NA NA NA NA NA ...
## $ vol : num [1:82706] NA 4.14 8.39 7.49 8.58 ...
## $ Patio : logi [1:82706] NA NA NA NA NA NA ...
## $ x_ok : num [1:82706] NA 583158 583106 583053 583008 ...
## $ y_ok : num [1:82706] NA 8969988 8969989 8969997 8970001 ...
## $ Placa : num [1:82706] NA 0 0 0 0 0 0 0 0 0 ...
## $ index : num [1:82706] 0 1 2 3 4 5 6 7 8 9 ...
## - attr(*, "problems")= tibble [47,623 × 5] (S3: tbl_df/tbl/data.frame)
## ..$ row : int [1:47623] 1134 1137 1805 2103 2964 9698 11309 12270 12687 14338 ...
## ..$ col : chr [1:47623] "Quebrada" "Quebrada" "Quebrada" "Quebrada" ...
## ..$ expected: chr [1:47623] "1/0/T/F/TRUE/FALSE" "1/0/T/F/TRUE/FALSE" "1/0/T/F/TRUE/FALSE" "1/0/T/F/TRUE/FALSE" ...
## ..$ actual : chr [1:47623] "x" "x" "x" "x" ...
## ..$ file : chr [1:47623] "'tb_arvores.csv'" "'tb_arvores.csv'" "'tb_arvores.csv'" "'tb_arvores.csv'" ...
Cálculo dos valores populacionais
# Determina os valores populacionais.
censo_val <- censo %>%
summarise(Alt_medio = mean(Alt, na.rm = TRUE),
vol_medio = mean(vol, na.rm = TRUE),
vol_sum = sum(vol, na.rm = TRUE),
CAP_medio = mean(CAP, na.rm = TRUE),
n = sum(!is.na(Nome_Verna)),
n_esp = count_levels(Nome_Verna),
margalef = (n_esp - 1)/log(n),
menhinick = n_esp/sqrt(n),
shannon = shannon(Nome_Verna),
mcintosh = (n - mcintosh_u(Nome_Verna))/(n - sqrt(n)))
censo_val
## # A tibble: 1 x 10
## Alt_medio vol_medio vol_sum CAP_medio n n_esp margalef menhinick shannon
## <dbl> <dbl> <dbl> <dbl> <int> <int> <dbl> <dbl> <dbl>
## 1 14.3 4.69 387494. 214. 82705 125 11.0 0.435 5.75
## # … with 1 more variable: mcintosh <dbl>
## tibble [82,706 × 5] (S3: tbl_df/tbl/data.frame)
## $ index : num [1:82706] 0 1 2 3 4 5 6 7 8 9 ...
## $ Nome_Verna: chr [1:82706] NA "Marupa" "Garapeira" "Castanheira" ...
## $ Alt : num [1:82706] NA 14 15 17 16 16 18 18 16 7 ...
## $ CAP : num [1:82706] NA 215 295 280 298 269 285 182 220 219 ...
## $ vol : num [1:82706] NA 4.14 8.39 7.49 8.58 ...
## - attr(*, "problems")= tibble [47,623 × 5] (S3: tbl_df/tbl/data.frame)
## ..$ row : int [1:47623] 1134 1137 1805 2103 2964 9698 11309 12270 12687 14338 ...
## ..$ col : chr [1:47623] "Quebrada" "Quebrada" "Quebrada" "Quebrada" ...
## ..$ expected: chr [1:47623] "1/0/T/F/TRUE/FALSE" "1/0/T/F/TRUE/FALSE" "1/0/T/F/TRUE/FALSE" "1/0/T/F/TRUE/FALSE" ...
## ..$ actual : chr [1:47623] "x" "x" "x" "x" ...
## ..$ file : chr [1:47623] "'tb_arvores.csv'" "'tb_arvores.csv'" "'tb_arvores.csv'" "'tb_arvores.csv'" ...
## Warning: Removed 3 rows containing non-finite values (stat_bin).
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)
## Warning: Removed 3 rows containing non-finite values (stat_ecdf).
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)
## Warning: Removed 3 rows containing non-finite values (stat_density).
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)
## Warning: Removed 3 rows containing non-finite values (stat_boxplot).
![](data:image/png;base64,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)
## [[1]]
## [1] 54.15 908.85
##
## [[2]]
## [1] 2.7 31.3
##
## [[3]]
## [1] -3.688602 82.204219
gg1 <-
grid.arrange(
ggplot(data = censo,
mapping = aes(x = CAP)) +
facet_wrap(facets = ~"Circunferece") +
geom_histogram(binwidth = 20,
mapping = aes(y = ..density..)) +
geom_density(bw = 20) +
lims(x = xlim[[1]]) +
labs(x = NULL, y = NULL),
ggplot(data = censo,
mapping = aes(x = CAP)) +
geom_boxplot() +
scale_y_continuous(breaks = NULL) +
lims(x = xlim[[1]]) +
labs(x = NULL) +
theme(plot.margin = margin(l = 1.2, r = 0.2, unit = "cm")),
ncol = 1,
heights = c(0.8, 0.2))
## Warning: Removed 1 rows containing non-finite values (stat_bin).
## Warning: Removed 1 rows containing non-finite values (stat_density).
## Warning: Removed 2 rows containing missing values (geom_bar).
## Warning: Removed 1 rows containing non-finite values (stat_boxplot).
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)
gg2 <-
grid.arrange(
ggplot(data = censo,
mapping = aes(x = Alt)) +
facet_wrap(facets = ~"Height") +
geom_histogram(binwidth = 1,
mapping = aes(y = ..density..)) +
geom_density(bw = 1) +
lims(x = xlim[[2]]) +
labs(x = NULL, y = NULL),
ggplot(data = censo,
mapping = aes(x = Alt)) +
geom_boxplot() +
scale_y_continuous(breaks = NULL) +
lims(x = xlim[[2]]) +
labs(x = NULL) +
theme(plot.margin = margin(l = 1.05, r = 0.2, unit = "cm")),
ncol = 1,
heights = c(0.8, 0.2))
## Warning: Removed 1 rows containing non-finite values (stat_bin).
## Warning: Removed 1 rows containing non-finite values (stat_density).
## Warning: Removed 2 rows containing missing values (geom_bar).
## Warning: Removed 1 rows containing non-finite values (stat_boxplot).
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)
gg3 <-
grid.arrange(
ggplot(data = censo,
mapping = aes(x = vol)) +
facet_wrap(facets = ~"Volume") +
geom_histogram(binwidth = 1,
mapping = aes(y = ..density..)) +
geom_density(bw = 1) +
lims(x = xlim[[3]]) +
labs(x = NULL, y = NULL),
ggplot(data = censo,
mapping = aes(x = vol)) +
geom_boxplot() +
scale_y_continuous(breaks = NULL) +
lims(x = xlim[[3]]) +
labs(x = NULL) +
theme(plot.margin = margin(l = 1.0, r = 0.2, unit = "cm")),
ncol = 1,
heights = c(0.8, 0.2))
## Warning: Removed 1 rows containing non-finite values (stat_bin).
## Warning: Removed 1 rows containing non-finite values (stat_density).
## Warning: Removed 2 rows containing missing values (geom_bar).
## Warning: Removed 1 rows containing non-finite values (stat_boxplot).
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)
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)
Importação dos resultados de simulação
## [1] "B_cond_100x100_1.csv" "B_cond_100x100_11.csv"
## [3] "B_cond_100x100_2.csv" "B_cond_100x100_3.csv"
## [5] "B_cond_100x100_5.csv" "B_cond_100x100_8.csv"
## [7] "B_cond_25x100_1.csv" "B_cond_25x100_11.csv"
## [9] "B_cond_25x100_2.csv" "B_cond_25x100_3.csv"
## [11] "B_cond_25x100_5.csv" "B_cond_25x100_8.csv"
## [13] "B_cond_50x100_1.csv" "B_cond_50x100_11.csv"
## [15] "B_cond_50x100_2.csv" "B_cond_50x100_3.csv"
## [17] "B_cond_50x100_5.csv" "B_cond_50x100_8.csv"
## [19] "B_cond_50x200_1.csv" "B_cond_50x200_11.csv"
## [21] "B_cond_50x200_2.csv" "B_cond_50x200_3.csv"
## [23] "B_cond_50x200_5.csv" "B_cond_50x200_8.csv"
## [25] "B_cond_50x50_1.csv" "B_cond_50x50_11.csv"
## [27] "B_cond_50x50_2.csv" "B_cond_50x50_3.csv"
## [29] "B_cond_50x50_5.csv" "B_cond_50x50_8.csv"
## [31] "B_cond_70.71x70.71_1.csv" "B_cond_70.71x70.71_11.csv"
## [33] "B_cond_70.71x70.71_2.csv" "B_cond_70.71x70.71_3.csv"
## [35] "B_cond_70.71x70.71_5.csv" "B_cond_70.71x70.71_8.csv"
## Classes 'data.table' and 'data.frame': 108000 obs. of 17 variables:
## $ B : int 1 2 3 4 5 6 7 8 9 10 ...
## $ n_parc : int 85 85 85 85 85 85 85 85 85 85 ...
## $ prop_vazia : num 0 0.0118 0.0118 0 0 ...
## $ n_esp_parc : num 7.54 7.55 7.4 8.56 7.87 ...
## $ mediaw_media_cap: num 213 216 213 213 213 ...
## $ mediaw_media_alt: num 14.3 14.8 14.1 14.6 14.1 ...
## $ media_sum_vol : num 43.2 43.2 41.3 48.1 45.1 ...
## $ desvio_sum_vol : num 25.2 26.9 24.1 26.2 24.5 ...
## $ li_vol : num 37.8 37.4 36.1 42.5 39.8 ...
## $ lu_vol : num 48.7 49 46.5 53.8 50.4 ...
## $ cond : chr "cond_100x100_1" "cond_100x100_1" "cond_100x100_1" "cond_100x100_1" ...
## $ n_esp : int 84 87 91 88 93 86 87 89 89 80 ...
## $ shannon : num 5.57 5.62 5.7 5.63 5.71 ...
## $ margalef : num 12.4 12.9 13.5 12.8 13.7 ...
## $ menhinick : num 2.96 3.12 3.28 2.97 3.24 ...
## $ gleason : num 6.15 6.37 6.67 6.45 6.81 ...
## $ mcintosh : num 0.855 0.857 0.865 0.858 0.861 ...
## - attr(*, ".internal.selfref")=<externalptr>
# Quebra string em informações individuais.
boot <- boot %>%
separate(col = "cond",
into = c("u", "larg", "comp", "inten"),
sep = "[x_]",
remove = FALSE,
convert = TRUE) %>%
select(-u) %>%
unite(col = "dimen", larg, comp, sep = "x", remove = FALSE) %>%
mutate(cond = str_replace(cond, "cond_", ""),
area = larg * comp/10000,
vol_sum_area = media_sum_vol/area,
li_vol_area = li_vol/area,
lu_vol_area = lu_vol/area)
boot %>%
group_by(cond) %>%
summarise(area = first(area),
vol = mean(media_sum_vol),
vol_area = mean(media_sum_vol/area)) %>%
arrange(area) %>%
print(n = Inf)
## `summarise()` ungrouping output (override with `.groups` argument)
## # A tibble: 36 x 4
## cond area vol vol_area
## <chr> <dbl> <dbl> <dbl>
## 1 25x100_1 0.25 11.3 45.4
## 2 25x100_11 0.25 11.3 45.4
## 3 25x100_2 0.25 11.3 45.4
## 4 25x100_3 0.25 11.3 45.4
## 5 25x100_5 0.25 11.3 45.3
## 6 25x100_8 0.25 11.3 45.4
## 7 50x50_1 0.25 11.3 45.4
## 8 50x50_11 0.25 11.3 45.4
## 9 50x50_2 0.25 11.3 45.4
## 10 50x50_3 0.25 11.3 45.4
## 11 50x50_5 0.25 11.3 45.4
## 12 50x50_8 0.25 11.3 45.4
## 13 70.71x70.71_1 0.500 22.7 45.4
## 14 70.71x70.71_11 0.500 22.7 45.4
## 15 70.71x70.71_2 0.500 22.7 45.4
## 16 70.71x70.71_3 0.500 22.7 45.4
## 17 70.71x70.71_5 0.500 22.7 45.3
## 18 70.71x70.71_8 0.500 22.7 45.4
## 19 50x100_1 0.5 22.7 45.3
## 20 50x100_11 0.5 22.7 45.3
## 21 50x100_2 0.5 22.7 45.4
## 22 50x100_3 0.5 22.7 45.4
## 23 50x100_5 0.5 22.7 45.4
## 24 50x100_8 0.5 22.7 45.4
## 25 100x100_1 1 45.4 45.4
## 26 100x100_11 1 45.4 45.4
## 27 100x100_2 1 45.4 45.4
## 28 100x100_3 1 45.4 45.4
## 29 100x100_5 1 45.4 45.4
## 30 100x100_8 1 45.4 45.4
## 31 50x200_1 1 45.4 45.4
## 32 50x200_11 1 45.4 45.4
## 33 50x200_2 1 45.4 45.4
## 34 50x200_3 1 45.3 45.3
## 35 50x200_5 1 45.4 45.4
## 36 50x200_8 1 45.4 45.4
boot <- boot %>%
mutate(cond = factor(cond),
cond = fct_reorder(cond, n_parc),
dimen = factor(dimen),
dimen = fct_reorder(dimen, larg * comp))
# Área total do inventário.
# censo_val$area <- with(boot[1, ], n_parc * area/(inten/100))
censo_val <- boot %>%
select(n_parc, larg, comp, inten) %>%
distinct() %>%
summarise(area = mean(n_parc * larg * comp/(inten/100)/10000)) %>%
bind_cols(censo_val) %>%
mutate(vol_med_area = vol_sum/area)
str(censo_val)
## 'data.frame': 1 obs. of 12 variables:
## $ area : num 8476
## $ Alt_medio : num 14.3
## $ vol_medio : num 4.69
## $ vol_sum : num 387494
## $ CAP_medio : num 214
## $ n : int 82705
## $ n_esp : int 125
## $ margalef : num 11
## $ menhinick : num 0.435
## $ shannon : num 5.75
## $ mcintosh : num 0.835
## $ vol_med_area: num 45.7
## Classes 'data.table' and 'data.frame': 108000 obs. of 26 variables:
## $ B : int 1 2 3 4 5 6 7 8 9 10 ...
## $ n_parc : int 85 85 85 85 85 85 85 85 85 85 ...
## $ prop_vazia : num 0 0.0118 0.0118 0 0 ...
## $ n_esp_parc : num 7.54 7.55 7.4 8.56 7.87 ...
## $ mediaw_media_cap: num 213 216 213 213 213 ...
## $ mediaw_media_alt: num 14.3 14.8 14.1 14.6 14.1 ...
## $ media_sum_vol : num 43.2 43.2 41.3 48.1 45.1 ...
## $ desvio_sum_vol : num 25.2 26.9 24.1 26.2 24.5 ...
## $ li_vol : num 37.8 37.4 36.1 42.5 39.8 ...
## $ lu_vol : num 48.7 49 46.5 53.8 50.4 ...
## $ cond : Factor w/ 36 levels "100x100_1","50x200_1",..: 1 1 1 1 1 1 1 1 1 1 ...
## $ dimen : Factor w/ 6 levels "25x100","50x50",..: 5 5 5 5 5 5 5 5 5 5 ...
## $ larg : num 100 100 100 100 100 100 100 100 100 100 ...
## $ comp : num 100 100 100 100 100 100 100 100 100 100 ...
## $ inten : int 1 1 1 1 1 1 1 1 1 1 ...
## $ n_esp : int 84 87 91 88 93 86 87 89 89 80 ...
## $ shannon : num 5.57 5.62 5.7 5.63 5.71 ...
## $ margalef : num 12.4 12.9 13.5 12.8 13.7 ...
## $ menhinick : num 2.96 3.12 3.28 2.97 3.24 ...
## $ gleason : num 6.15 6.37 6.67 6.45 6.81 ...
## $ mcintosh : num 0.855 0.857 0.865 0.858 0.861 ...
## $ area : num 1 1 1 1 1 1 1 1 1 1 ...
## $ vol_sum_area : num 43.2 43.2 41.3 48.1 45.1 ...
## $ li_vol_area : num 37.8 37.4 36.1 42.5 39.8 ...
## $ lu_vol_area : num 48.7 49 46.5 53.8 50.4 ...
## $ cobre : logi TRUE TRUE TRUE TRUE TRUE TRUE ...