Warming masks the inhibitory effect of low concentration of cadmium on rotifer eliminating Phaeocystis population
Yunfei Sun,
No information about this author
Y. Leng,
No information about this author
Zetong Zhang
No information about this author
et al.
Marine Pollution Bulletin,
Journal Year:
2025,
Volume and Issue:
216, P. 117986 - 117986
Published: April 15, 2025
Language: Английский
Multigenerational impact of global change: increased mercury toxicity in a marine copepod
Shiow Jiuan Lin,
No information about this author
Fankang Zhao,
No information about this author
Yao Chen
No information about this author
et al.
Journal of Hazardous Materials,
Journal Year:
2024,
Volume and Issue:
481, P. 136505 - 136505
Published: Nov. 14, 2024
Language: Английский
Defense Responses in Cereal Crops Against Cadmium Toxicity: An Overview
Aryadeep Roychoudhury,
No information about this author
Abhinaba Banerjee,
No information about this author
Subrata Mukherjee
No information about this author
et al.
Environmental science and engineering,
Journal Year:
2024,
Volume and Issue:
unknown, P. 233 - 257
Published: Jan. 1, 2024
Language: Английский
Hardness-Dependent Freshwater Quality Criteria for the Protection of Aquatic Organisms for Cadmium in China
Zeya Zhang,
No information about this author
Rui Huang,
No information about this author
Zhongjie Shen
No information about this author
et al.
Toxics,
Journal Year:
2024,
Volume and Issue:
12(12), P. 892 - 892
Published: Dec. 8, 2024
Cadmium
poses
a
significant
threat
to
freshwater
aquatic
organisms
and
ecosystems,
making
it
essential
establish
regional
quality
criteria
(FWQC)
in
China
safeguard
these
organisms.
The
toxicity
database
for
cadmium
covered
249
acute
data
from
52
species
(seven
phyla
27
families)
62
chronic
21
(four
12
families).
During
short-term
exposure,
Morone
saxatilis
displayed
the
most
sensitivity
cadmium,
whereas
Daphnia
magna
showed
long-term
exposure
scenarios.
Significant
correlations
were
identified
between
water
hardness
with
coefficient
(KATD)
at
1.0227
(n
=
52,
p
<
0.05)
(KCTD)
0.4983
21,
0.05).
With
distribution
method,
(S-FWQC)
derived
normal
as
best
fit
(R2
0.9793),
while
(L-FWQC)
calculated
using
logistic
0.9686).
formulas
S-FWQC
L-FWQC
represented
10(1.0227×lg(H)−1.5444)
10(0.4983×lg(H)−1.7549),
respectively,
serving
an
independent
variable.
This
study
offers
valuable
insights
improving
management
of
protect
China.
Language: Английский