Determination of
the amount of carbon in the aboveground biomass and soil in a teak plantation (Tectona
grandis L. f.) of different ages in the canton of Santa Rosa, Ecuador
Determinación de la cantidad de carbono en la biomasa
aérea y el suelo en una plantación de teca (Tectona grandis L. f.) de
diferentes edades en el cantón Santa Rosa, Ecuador
Dany Isidro Calero Cedeño
Lady Diana Molina Zamora
Ivanna Anabella Villanueva Moran
Betty Beatriz González Osorio
Edison Hidalgo Solano Notes
Published Instituto
Tecnológico Superior Corporativo Edwards Deming. Quito - Ecuador Periodicity January - March Vol. 1, Num. 28, 2026 pp. 55-72 http://centrosuragraria.com/index.php/revista Dates of receipt Received: September 12, 2025 Approved: November 20, 2025 Correspondence author Creative Commons License Creative Commons License,
Attribution-NonCommercial-ShareAlike
4.0 International.https://creativecommons.org/licenses/by-nc-sa/4.0/deed.es
Abstract: Carbon capture by forest resources contributes
to economic, social and environmental benefits, according to ssfsende.
The objective of this study was to determine carbon capture in above-ground
biomass and soil in a teak plantation (Tectona grandis L. f) of different ages
in the Santa Rosa canton. Four ages were selected: 4, 8, 12, and 16 years. Four
20 x 25 m plots were established for each age. The variables studied were: DBH,
total height, commercial height, seed biomass, fine necromass
biomass, coarse necromass, and soil sample.
Allometric equations were applied. At 16 years of age, a teak plantation can
achieve a DBH of 30.40 cm, a height of 18.01 m, a commercial volume of 180 m3 ha-1
and a total volume of 260.79 m3
ha-1. Carbon sequestration in above-ground biomass at 16 years was a
total of 115 tha-1 and carbon
sequestration in the soil was 34.16 tha-1 . This study provides valuable
information on carbon sequestration at different ages and the sustainable
management of forest resources in T. grandis plantations, emphasising
the need for continuous monitoring of plant diversity and carbon storage.
Forest Engineer, Master's Degree in Sustainable Forest Management,
Wong Reybosque Foundation, Forest Utilisation Area, Quevedo-Ecuador,dany.calero2016@uteq.edu.ec ;
https://orcid.org/0009-0003-1089-0000 Forest Engineer,
Master's Degree in Sustainable Forest Management, Independent Professional
Practice, Quevedo-Ecuador,lady.molina2016@uteq.edu.ec ;
https://orcid.org/0009-0009-0146-2868 Forest Engineer,
Master's Degree in Sustainable Forest Management, Independent Professional
Practice, Quevedo-Ecuador,ivanna.villanueva2016@uteq.edu.ec ;
https://orcid.org/0009-0009-9843-9444 Agricultural Business Administration Engineer, Doctor of Natural
Resources, Faculty of Agricultural and Forestry Sciences, Quevedo State
Technical University, Quevedo-Ecuador,bgonzalez@uteq.edu.ec ;
https://orcid.org/0000-0002-2851-2660 Forestry
Engineer, Master's Degree in Forest Management and Utilisation,
Faculty of Agricultural and Forestry Sciences, Quevedo State Technical
University, Quevedo-Ecuador,esolano@uteq.edu.ec ;
https://orcid.org/0000-0001-8158-0040
Resumen La
captura de carbono que realizan los recursos forestales contribuye obtener
beneficios económicos, sociales y ambientales, por ssfsende, en el objetivo de este
estudio se planteó determinar la captura de carbono en la biomasa aérea y el
suelo en una plantación de teca (Tectona grandis L. f) en diferentes edades en
el cantón Santa Rosa. Se
seleccionaron cuatro edades
de 4, 8, 12, y 16 años y se realizaron cuatro parcelas de 20 x 25 m por cada
edad, las variables estudiadas fueron: dap, altura total, altura comercial, biomasa semillas, biomasa de materia necromasa fina, materia necromasa
gruesa, muestra de suelo, se aplicaron ecuaciones alométricas. A los 16 años en
una plantación de teca se puede obtener
un dap de 30.40 cm, 18.01 m alto, un volumen comercial de 180 m3 ha-1 y un volumen
total de 260.79 m3 ha-1, la captura de carbono en la biomasa
aérea a los 16 años fue de un total de 115 tha-1
y una captura de carbono en el
suelo de 34.16 tha-1. Este estudio
proporciona información valiosa en la captura
de carbono en diferentes edades y el manejo sostenible
de los recursos forestales en plantaciones
de T. grandis, enfatizando la necesidad
de monitorear continuamente
la diversidad vegetal y el almacenamiento de carbono.
Palabras clave: Biomasa, suelo, aéreo, carbono,
volumen.
Introduction
According to Chisag (2015:10),
"The diversity of ecological environments in Ecuador contributes to an
exceptionally rich and varied flora, with approximately twenty-two thousand
different plant species." Forests play a fundamental role as the main
generators of organic matter. According to Andi (2015), during the process of
photosynthesis, they absorb carbon dioxide (CO₂) present in the
atmosphere and mix it with minerals, chlorophyll and water. Using solar energy
through chemical reactions, they are converted into sugars and carbohydrates,
and as a result of this process, oxygen (O₂) is released into the
environment. The net retention of organic carbon in forests is conditioned by
the way the vegetation cover is managed, the age of the trees, the size
distribution, and the structure and composition of the forest ecosystem. These
forests also play a key role in reducing the concentration of carbon in the
atmosphere, which increases as a result of emissions generated by human
activity. (Aguirre and Quizhpe, 2018).
Forests fulfil four fundamental functions in relation
to climate change, as designated by the FAO (2012). Firstly, when they are cut
down, overexploited or degraded, secondly, forests are sensitive to climate
variations. Thirdly, when managed sustainably, and finally, forests have the
potential to absorb around one-tenth of the global carbon emissions predicted
for the first half of this century.
In the 21st century, climate change associated with
potential temperature increases is one of the most severe environmental
problems. According to Benjamin and Masera (2018:20),
"the rapid increase in greenhouse gas emissions and the difficulties in
substantially reducing this increase are the causes of environmental problems.
They also point out that deforestation increases the amount of CEI
annually."
According to Harris et al. (2011), it
originated when the carbon cycle and its balance were disrupted. The solution
must be considered in terms of reducing anthropogenicCO₂
emissions and increasing carbon absorption. More than 650 billion tonnes of carbon are stored by forests worldwide, while
deforestation, according to a report presented by CIIFEEN (2021:14),
"accounts for 17.5% of global anthropogenic greenhouse gas
emissions".
For the FAO (2918) and Michel (2019), taking action on
this under the Kyoto Protocol or other treaties has not only led to significant
changes in soil management, but has also increased the organic matter content
of the soil, having a positive impact on the environmental qualities of the
ecosystem, in contrast to the agricultural expansion taking place in Latin
America with its pressure on these natural resources.
In Ecuador, according to the Ministry of Energy and
Mines (2022), there is a National Climate Change Strategy that came into force
at the end of the same year, which aimed to create favourable
conditions for the adoption of measures to reduce GHGs and increase carbon
sinks in strategic sectors, with the forestry sector being a very important
productive activity for maintaining and strengthening mitigation initiatives.
To determine the carbon content in the sector's forest
plantations, according to the Ministry of the Environment (2023:10), "it
is mainly necessary to know how much these types of ecosystems store, in order
to determine the annual accumulation rate and generate updated
projections."
Among the tropical forest species in the country, teak
has gained large areas of land covering nearly 30,000 ha, and as stated by
Fonseca (2018), "it has important characteristics for its use in climate
change mitigation: its study is important in terms of carbon capture and its
environmental benefits until harvest."
It is therefore of great interest to generate greater
knowledge about the benefits of timber forest species, not only in the economic
sphere, but also in order to promote climate change mitigation initiatives.
In the Santa Rosa canton of the Province of El Oro,
MAG has encouraged the production of raw materials to supply the timber
industry and contribute to reducing the indiscriminate exploitation of native
forests. According to this information, around 80 hectares of teak were planted
with the aim of obtaining good economic results after 15 years, with profits
that could range from $200,000 per hectare. This consists of reimbursing up to
75% of the costs of establishing and maintaining a plantation (Semplades, 2017).
Methodology
The research was carried out in the
parish of Jumon, in the canton of Santa Rosa ( ), in
the province of El Oro. The Santa Elena forest plantation belongs to the Reybanpac Company, with a total area of 310 hectares, with T.
grandis being the most predominant species with 187 hectares distributed across
15 plots of different ages. Four plots were selected for the study, with a
difference of four years between each one (4, 8, 12 and 16 years).
Rectangular plots measuring 20x25 m (500 m²) were used as sampling
units.2 ). Within each plot, the DBH (diameter at breast height) was measured
and the height of each tree was estimated. The tree with the largest and
smallest DBH and height was selected to obtain samples of FNM (fine necrotic
matter), GNM (coarse necrotic matter) and seeds in a m2 . In the centre of each plot, a 1 m2
pit was dug to determine the amount of carbon stored in the soil, Figure
1 and Table 1 (Schelegel, 2001).
Table 1. Description of the division of the sampling
unit.
|
# |
Name |
Dimension |
Parameters |
|
1 |
Sampling unit |
20x25 m |
Measurement of DBH and H /
Evaluation of average tree |
|
2 |
Plots |
1x1 m |
Evaluation of fine deadwood |
|
3 |
Plots |
1x1 m |
Assessment of coarse dead
organic matter |
|
4 |
Test pits |
1x1 m |
Soil samples |
Figure 1. Sampling unit.
Dasometric calculations
Densimetric calculations were used to determine
the volume stored in the study area, as well as to calculate the carbon stored
(Ruiz-Blandon et al., 2020).
-Diameter: The diameter was recorded
at 1.30 m from the base of the tree using a diameter tape
-Total height: Height was measured
in metres using an altimeter, considering a distance
of 15 m to measure the total height.
-Basal area: Once the diameter data
had been obtained, the basal area (m²) of each tree was calculated using the
following formula.
BA = π* (D)^2/4
Where:
BA =
Basal area in m2
Π =
3.1416
DAP2 =
Diameter squared in centimetres
-Volume: Data on basal area and
total height were used to calculate volume (m³). For each tree, the following
formula was applied.
V = AB * h * f
Where:
V = volume (m³)
AB = basal area (m²)
h = stem height (m)
f = form factor (0.7)
-Average annual increment (AAI):
Data from the study variable (dasometric) was used
and divided by the age of the plantation using the following formula.
MAI = (tree volume) / (E)
Where:
AGI = annual growth index
Tree volume = tree volume
E= tree age
Determination of carbon in fine,
coarse and seed deadwood
To determine coarse deadwood, a 1x1
m (1 m²) plot was established at the four sampling points, where all coarse
deadwood was collected: branches larger than 2 cm in diameter found on the
ground. For fine necromass, leaf litter and branches
smaller than 2 cm were collected, and in the case of seeds, all material was
collected. The material obtained from the plots was then weighed, placed in
labelled transparent plastic bags and taken to the Biotechnology Laboratory.
These samples were cut into small portions until 100 g was obtained and
placed in a paper bag with their respective identification. They were then
weighed on a Trooper OHAUS analytical balance, recording the wet weight, and
dried in a Memmert oven with forced air circulation
for 72 hours at 60 ºC (González, 2018). The following formula was applied:
Bm= (Phx%MS)
/100
Where:
Bm= biomass (coarse, fine, seeds)
Ph= wet weight of material
%DM = percentage of dry matter
To determine the amount of carbon in
the above-ground biomass, the values obtained from the samples taken to the
laboratory were used according to the carbon percentages. Carbon was determined
using the Schollemberger method.
Cba = Cmnf
+ Cmng + Cs
Where:
Cmnf = carbon in fine necrotic matter
Cmng = carbon in coarse necrotic matter
Cs = carbon in seeds
Carbon sequestration in the soil in T.
grandis plantations
Boreholes were drilled in each of
the sampling plots to a depth of 60 cm. They were located in the centre of the plot and divided into three levels: 0–20 cm;
20–40 cm; and 40–60 cm. At each level, approximately 2 kg of soil samples were
taken, placed in labelled transparent plastic bags, and taken to the
Biotechnology Laboratory. These samples were placed in paper bags with their
respective identification, weighed until 100 g was obtained on the Trooper
OHAUS analytical balance, recording the wet weight, and dried in a Memmert oven with forced air circulation for 72 hours at 60
ºC (González, 2022).
Once dry, the material was left to
cool for 30 minutes and then weighed to determine the dry matter percentage.
This material was then ground using a 4-E Grinding Mill electric mill, and 100
g was placed in labelled plastic bags and stored in a dry place until its
active organic carbon analysis, which will be carried out at the INIAP at the Pichilingue Tropical Experimental Station (González, 2022).
The bulk density (Db) will be obtained directly from the dry mass weight and
the cylinder volume (González, 2022).
Db=Mss/Vc
Where:
Db = Bulk density in g/cc
Mss = Dry soil mass
In addition, the formula was applied
to obtain the amount of carbon stored:
Ca = PcxDaxP
Where:
Ca = active organic carbon stored
Pc= active organic carbon in the
soil (%)
Da= bulk density (g/cm³)
P= soil depth (cm)
Carbon profitability in a T. grandis
plantation
To determine the economic valuation
of carbon, the total economic valuation (TEV) was considered, taking into
account direct use values, where investments, costs and revenues were
established.
Internal rate of return:
IRR=TM+(TM-Tm)((NPV tm )/(NPV Tm-NPV
TM))
Where:
IRR = internal rate of return
Tm= lower interest rate
IRR= higher interest rate
NPV = net present value of the lower
rate
NPVMA = net present value of the
higher rate
Net present value:
NPV = -I + (FNE 1)/((1+i)) + (FNE
2)/(1+i)^2 + (FNE 3)/(1+i)^3 + (FNE n+vs)/(1+i)^n
Where:
NPV = net present value
I= investment
NCF = net cash flow
(i)=
discount rate
(n)= number of periods
VS = salvage value, residual value
or redemption value
Benefit-cost ratio:
B/C ratio = (net benefit)/(total
cost)
The cost per metric tonne of carbon stored for forest species, including
primary and secondary forests, agroforestry systems and plantations, according
to the World Bank for the years 2020 to 2030, will average $38.53 Tm-1 and is expected to increase in the coming
years due to the demand for environmental projects in developing countries.
Results
Densimetric variables and IMA at different ages in a T.
grandis plantation
The dasometric variables show growth ranging
from 13.42 cm dap in plot one to 30.40 cm in plot four. In the total height
variable, growth was 8.34 m for plot one, reaching 18.01 m in plot four. The
basal area ranged from 8.70 m2ha-1to 20.69 m2ha-1, and total volume growth
ranged from 50.78 m3 ha-1for plot one to 260.79 m3ha-1for
plot four (Table 3).
Meanwhile, in terms of the
average annual increase (AAI), the growth values in DBH ranged from 3.35 cm in
plot one to 1.9 cm in plot four, while in total height they ranged from 2.08 m
to 1.12 m, and in basal area from 0.54 m2ha-1to 0.08 m2ha-1, and total volume
initially increased from 12.69 m3ha-1to 16.29 m3ha-1in 16 years (Table 4).
Table 2. Dasometric variables of T. grandis at
different ages.
|
Lot |
Age |
Diameter |
Height
Com. |
Total
height |
Base
area |
Com.
Vol. |
Total
volume |
|
(cm) |
(m) |
(m) |
(m2
/ha-1 ) |
(m³/ha⁻¹) |
(m3/ha-1) |
||
|
1 |
4 |
13.42 |
2.2 |
8.34 |
8.70 |
13.40 |
50.78 |
|
2 |
8 |
18.00 |
5.13 |
11.64 |
13.11 |
36.10 |
116.78 |
|
3 |
12 |
23.45 |
8.95 |
15.92 |
17.06 |
139.35 |
190.11 |
|
4 |
16 |
30.40 |
12.45 |
18.01 |
20.69 |
180.28 |
260.79 |
|
Average |
|
21.32 |
7.18 |
13.48 |
14.89 |
92.28 |
154.62 |
|
C.V. (%) |
|
0.34 |
0.62 |
0.32 |
0.35 |
0.87 |
0.59 |
Table 3. IMA of T. grandis at different ages.
|
Batch |
Age |
Diameter |
Height
Com |
Total
height |
Basal
Area |
Com Vol. |
Total
Vol. |
|
(cm) |
(m) |
(m) |
(m2
/ha-1 ) |
(m³/ha⁻¹) |
(m³/ha⁻¹) |
||
|
1 |
4 |
3.35 |
0.55 |
2.08 |
2.17 |
3.34 |
12.69 |
|
2 |
8 |
2.25 |
0.64 |
1.45 |
1.64 |
4.51 |
13.34 |
|
3 |
12 |
1.95 |
0.74 |
1.32 |
1.42 |
11.61 |
15.84 |
|
4 |
16 |
1.9 |
0.77 |
1.12 |
1.29 |
11.26 |
16.29 |
|
Average |
|
2.36 |
0.68 |
1.50 |
1.63 |
7.79 |
14.55 |
|
C.V. (%) |
|
0.29 |
0.15 |
0.28 |
0.24 |
0.57 |
0.12 |
Amount of carbon stored in above-ground biomass
and soil in a T. grandis plantation
The carbon stored in above-ground biomass showed an increase in the
variables of this study. In the case of seeds, fine and coarse necrotic matter,
the data obtained in the 16-year-old plot in the T. grandis plantation were
1.32 tha-1 ; 1.29 tha-1 ; 8.89 tha-1
respectively (Table 4).
Table 4. Carbon stored in necrotic biomass
and seeds in the T. grandis plantation.
|
Age |
Seed carbon (tha-1) |
Mng carbon (tha-1 ) |
Mng carbon (tha-1 ) |
|
|
1 |
4 |
0.34 |
0.51 |
4.18 |
|
2 |
8 |
0.59 |
0.88 |
4.92 |
|
3 |
12 |
0.97 |
1.07 |
6.29 |
|
4 |
16 |
1.32 |
1.29 |
8.89 |
|
Average |
|
0.80 |
0.94 |
6.07 |
|
C.V. (%) |
|
1.87 |
2.83 |
2.93 |
The percentage of carbon represented by the capture between ages ranges
from 5.03 tha-1 in plot one to 11.50 tha-1 in plot four (Table 5).
Table 5. Average carbon (%) in the T.
grandis plantation.
|
Plot |
Age |
% Carbon in dead wood and seeds (tha-1) |
|
1 |
4 |
5.03 |
|
2 |
8 |
6.39 |
|
3 |
12 |
8.32 |
|
4 |
16 |
11.50 |
|
Average |
|
7.81 |
|
C.V. (%) |
|
2.78 |
In short, as the plantation, forest or stand ages after planting,
atmospheric carbon capture increases due to the amount of plant material it
generates, such as leaf litter, seeds, twigs and forest residues, among others.
In the case of the research, this ranged from 50.28 tha-1 for plot one to 115.02 tha-1 for plot four, as detailed below (Table 6).
Table 6. Total aerial carbon capture in the T.
grandis plantation.
|
Plot |
Age |
Above-ground carbon (tha-1 ) |
|
1 |
4 |
50.28 |
|
2 |
8 |
63.86 |
|
3 |
12 |
83.24 |
|
4 |
16 |
115.02 |
|
Average |
|
78.10 |
|
C.V. (%) |
|
2.78 |
In the case of soil carbon content, the percentage of carbon found among
the different ages ranges from 1.56% in the fourth year to 1.70% in the 16th
year (Table 7).
Table 7. Average carbon content (%) in the T.
grandis plantation.
|
Plot |
Age |
% Carbon
in soil |
|
1 |
4 |
1.56 |
|
2 |
8 |
1.66 |
|
3 |
12 |
1.67 |
|
4 |
16 |
1.70 |
|
Average |
|
1.64 |
|
C.V. (%) |
|
27.11 |
Carbon sequestration in the soil depends on its depth, as evidenced by
the data obtained, which shows a decrease in carbon as the soil becomes deeper.
This results in an initial capture of 43.24 tha-1 between the initial 20 cm, reaching 23.34 tha-1 at a depth of 60 cm at 16 years of age (Table
8).
Table 8. Carbon sequestration based on soil
depth in the T. grandis plantation.
|
Plot |
Age |
Soil carbon (tha-1 ) |
||
|
0 to 20 cm |
20 to 40 cm |
40 to 60 cm |
||
|
1 |
4 |
26.42 |
25.05 |
13.67 |
|
2 |
8 |
31.23 |
27.78 |
15.51 |
|
3 |
12 |
38.39 |
32.64 |
18.95 |
|
4 |
16 |
43.24 |
35.90 |
23.34 |
|
Average |
|
34.82 |
30.34 |
17.87 |
|
C.V. (%) |
|
4.67 |
6.25 |
4.20 |
Whereas soil carbon sequestration without surface stimulation can result
in time-based growth, in the case of T. grandis, it was found that for the
four-year plot, sequestration was 21.72 tha-1
and for the 16-year plot, sequestration was 34.16 tha-1 (Table 9).
Table 9. Soil carbon content in the T.
grandis plantation.
|
Lot |
Age |
Soil carbon (tha-1 ) |
|
1 |
4 |
21.72 |
|
2 |
8 |
24.84 |
|
3 |
12 |
29.99 |
|
4 |
16 |
34.16 |
|
Average |
|
27.67 |
|
C.V. (%) |
|
5.03 |
The carbon in the system comprises both the carbon values in the
above-ground biomass and the carbon in the soil, between which it was
determined that the amount of carbon stored by the T. grandis plantation after
four years is 77.02 tha-1 and 160.69 tha-1 for 16 years (Table 10).
Table 10. Carbon in the system in the T.
grandis plantation.
|
Plot |
Age |
System
carbon (tha-1) |
|
1 |
4 |
77.02 |
|
2 |
8 |
95.09 |
|
3 |
12 |
121.55 |
|
4 |
16 |
160.69 |
|
Average |
|
113.59 |
|
C.V. (%) |
|
3.13 |
Profitability of carbon capture in a
T. grandis plantation
The profitability of the project within the plantation showed a cost of
$1624.20 tha-1 , a net benefit of $2451.12 tha-1 and a net profitability index of $3.12 tm3 ,
making it beneficial to maintain this forest resource as an economic income
source for carbon sequestration (Table 11). Considering that economic benefits
can be obtained until the forest is harvested, with a total of 25.14 ha
distributed across the four study plots, carbon storage of 105.7 mt3ha-1and
profitability of £3.12 mt3ha-1, the annual income will be £8,290.
Discussion
Of the dasometric variables according to studies conducted by Arias (2011) and UICYT
(2006), agree with the data obtained for the diameter variable in the Santa
Rosa canton with an age of 12 years, average of 23.45 cm, indicating that tree
growth is influenced by environmental factors such as soil conditions, which
are similar in the Quevedo and Balzar cantons. The
total height values differed from those reported by Arias (2011) and UICYT
(2006) but were consistent with those obtained by Rosas (2011) in his research
in the canton of Quinindé, being similar to those
obtained in Santa Rosa with a value of 11.64 m.
Likewise, the total height
values are consistent with those obtained in the canton of Quinindé
according to Rosas (2011), with an average of 15.92 m3, which is lower than
that reported by UICYT (2006) and Arias (2011) in the Quevedo area.
In the Ecuadorian Amazon
region, Villavicencio (2015) concluded that a six-year-old stand had a DBH of
16.70 cm and a height of 12 m, while in another study presented by Proaño (2007), determined that the values at five years of
age are 10.74 cm and 9.71 m in height on the coast, while for the four-year-old
plantation, the DBH data were 13.42 cm, which is within the data proposed by
the authors, and an average height of 8.34 m, which is below the age of five
years.
In the study conducted by
Jiménez et al (2020), an 11-year-old plantation in Michoacán had an average DBH
of 16.55 cm, which differed from that reported in plot two, where an
eight-year-old plantation had a DBH of 18 cm. while the total height had an
average of 13.01 m, which differs from the study, as an average height of 11.64
m was obtained. This is because the plantation in Mexico had a density of 1,666
trees ha-(1), meaning that the trees seek to grow in height due to competition
for light.
Carbon in above-ground
biomass grows based on the age of the plantation, since, according to studies
by Brown et al (2019) and Arias (2011), it depends on the growth of the forest
or plantation, as, like total volume, carbon increases with diameter and
height.
The biomass content of the
trunk, according to research carried out by Landeta (2009), shows that in a
teak plantation, carbon content ranging from 7.40 tha-1 to 18.72 tha-1 for eight-year-old trees. This data differs
from the research, as at the same age it presented a carbon content of 6.39 tha-(1) ,which is below the minimum.
According to research by
Guarnizo and Palacios (2013), they determined that at four years of age, in the
Loreto area, teak obtains a biomass of 66.12 tha-1 and stored carbon of 33.06 tha-1 , while the
results in the Santa Rosa area are lower at 50.28 and 21.72 tha-1 respectively.
The average carbon content in
soil depends on the type of soil and nutrient content that contribute to
maintaining the amount of carbon stored in the soil. According to Ibrahim et
al. (2019), the minimum values range from 43 tha-1, while in the study the
maximum values were 34.16 tha-1 . On the other hand, the data obtained by
Landeta et al (2009) show that the averages in an eight-year-old teak
plantation were 24.28 tha-1 , which is consistent with the 24.83 tha-1 in the province of Santa Rosa.
In a study conducted by
Jaramillo and Correa (2015) in the province of El Oro, they determined that in
a 14-year-old plantation, carbon sequestration in the soil is 17.15 tha-1 . In
Costa Rica, in Eco Bosques plantations, according to Quintero et al (2019), data ranging from 29.6 tha-1 at 12
years of age. This is consistent with the data obtained of 29.99 tha-1 for the
same age, but differs from that obtained by Jiménez and Landeta (2020), since
at eight years of age it shows a capture of 27.68 tha-1 , which differs from
the research proposed by Reddy et al. (2014), who indicate that at the age of
15, carbon sequestration in a plantation in India was 108.53 tha-1
At eight years of age, the
teak plantation had a soil carbon sequestration of 24.84 tha-1 , with values
similar to those reported by Jiménez and Landeta (2020), with seeds from Brazil
and Ecuador yielding a production in the country of 23.1 tha-1 and 25.56 tha-1
correspondingly.
According to González et al (2018),
the deeper the soil, the less organic matter aggregates form, meaning less
carbon. Similarly, it states that forest ecosystems are significant carbon
reservoirs. These ecosystems harbour considerable
amounts of carbon stored in biomass, both living and dead, as well as in the
soil. Specifically, it points out that tropical regions, due to their size and
rich biodiversity, play a crucial role as vast carbon deposits or sinks.
Within the economic
assessment of proposing carbon capture in above-ground biomass and soil as a
source of income, Mora (2011) indicates that the economic income generated by
the sale of timber is higher than the income generated by the sale of carbon
certificates, but the valuation of teak assets shows that cultivation is
profitable, feasible and viable, with 12%, which is consistent with the data
obtained in the research, which showed a profitability of $3.12 mt3.
Conclusions
Among the dasometric
variables, proportional growth was found in the different plots of the T.
grandis species in the Santa Rosa Canton, starting with a diameter of 13.42 cm,
total height of 8.34 m, basal area of 8.70 m²
tha-1 and total volume of 50.78 m³ tha-1
for the four-year-old plot, reaching a diameter of 30.40 cm, total
height of 18.01 m, basal area of 20.69 m²
tha-1 and total volume of 260.79 m³ tha-1
for the 16-year-old plot. Carbon sequestration in above-ground biomass
and soil for the four-year plot was 50.28 tha-1
and 21.72 tha-1 respectively,
while at 16 years it achieved sequestration of 115.01 tha-1 and 34.16 tha-1 in the above-ground biomass and soil,
respectively. The profitability of conducting carbon studies in the T. grandis
plantation was $3.12 mt3, defining it as a beneficial project for the forestry
economy.
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