- Article
Tetracycline contamination of water poses a serious threat to human health and aquatic ecosystems, highlighting the need for remediation. This study investigates the potential of co-doping ZnS nanocrystals with Mn and Ce to enhance their photocatalytic performance for tetracycline removal by altering defect-related trap states and localized charge distribution, with the material synthesis being carried out using the facile chemical co-precipitation method. Pure, 2% Mn-doped, and (Mn, Ce)co-doped [(2% Mn, 1% Ce) and (2% Mn, 2% Ce)] ZnS nanocrystals were synthesized, followed by characterization via XRD, TEM, FE-SEM, EDX, XPS, FT-IR, UV–visible spectroscopy, and PL spectroscopy. Both Mn doping and (Mn, Ce) co-doping decreased crystallite size while increasing lattice strain and dislocation density. The band gaps fall in the 3.20–3.30 eV range. The Mn-doped and (Mn, Ce)co-doped ZnS exhibited a yellow–orange PL. The pure, 2% Mn-doped, (2% Mn, 1% Ce)co-doped, and (2% Mn, 2% Ce)co-doped ZnS nanocrystals degraded 45%, 64%, 89%, and 92% tetracycline after 300 min of simulated sunlight irradiation, respectively, with the (2% Mn, 2% Ce)co-doped ZnS nanocrystals degrading 85% tetracycline after 180 min. The (Mn, Ce)co-doped ZnS nanocrystals are cost-effective, efficient, and recyclable photocatalysts for the remediation of tetracycline pollutants.
10 November 2026



![FTIR spectra (KBr) of TRCDs obtained using [TR] = 33 mg/mL, EDA/TR mass ratio = 0.08 at 250 °C, 6 h.](https://mdpi-res.com/applnano/applnano-07-00038/article_deploy/html/images/applnano-07-00038-g001-550.jpg)




![Bessel-tuned Chern valve: mechanically driven topological switching. (a) Device schematic: TI film contacted by altermagnetic electrodes with independent phases
φ
L
and
φ
R
, driven periodically at angular frequency
Ω
. (b) Angular mass profile (normalized by coupling
J
1
) for three drive amplitudes
A
=
0
(black), 0.6 (red), 1.2 (blue) at two phase offsets
Δ
φ
=
0
(co-phase, solid) and
Δ
φ
=
π
/
6
(phase-offset, dashed). Increasing
A
progressively suppresses harmonics via Bessel renormalization, flattening the mass landscape. (c) The locations of the topological transitions evolve systematically as A approaches successive Bessel zeros. The corresponding transition boundaries are consistent with those obtained from the compact Brillouin-zone FHS calculation, although the latter provides the rigorous integer Chern invariant of the lattice-regularized model. (d) Full two-parameter phase diagram
C
(
A
,
Δ
φ
)
spanning drive amplitude
A
∈
[
0
,
1.4
]
and relative phase
Δ
φ
∈
[
−
π
/
2
,
π
/
2
]
. White regions (high
A
) indicate trivial phases (
C
=
0
); regions show topological sectors (
C
=
±
1
,
±
2
). Black contours separate sector boundaries, revealing characteristic phase-amplitude structure. (e) Winding number
W
(
A
)
per cycle: co-rotating phases (
Δ
φ
=
0
, gray) remain trivial with
W
=
0
; mixed-phase rotation (
Δ
φ
=
π
/
3
, blue) exhibits a quantized
W
=
2
plateau for
A
∈
[
0.35
,
1.1
]
. Inside the plateau, the control-plane trajectory
z
(
t
)
=
m
L
(
t
)
+
i
m
R
(
t
)
encircles the critical point twice, producing a net phase accumulation of
4
π
. Outside the plateau, the trajectory does not enclose the critical point and the winding collapses to zero. Right subpanels: time evolution of
a
r
g
[
(
m
L
(
t
)
+
i
m
R
(
t
)
)
/
J
1
]
for a co-rotating case (top) and a mixed-phase case (middle), and complex-plane trajectories of
z
(
t
)
=
[
m
L
(
t
)
+
i
m
R
(
t
)
]
/
J
1
(bottom) illustrating the winding mechanism. Trajectories outside the plateau (e.g.,
A
=
0.3
, gray) do not encircle the origin (marked with “×”) and yield
W
=
0
, whereas trajectories inside the plateau (e.g.,
A
=
0.4
, blue and
A
=
1.0
, red) form closed loops that encircle the origin twice, giving
W
=
2
. (f) (Left): Anomalous Hall conductance
σ
˜
x
y
(
Δ
φ
)
(dimensionless) at
A
=
0
(gray, robust plateau) and
A
=
1.2
(blue, suppressed by Bessel-zero tuning). (Right): Thermoelectric Hall coefficient
α
˜
x
y
(
Δ
φ
)
at
A
=
1.2
comparing fixed
μ
0
/
J
1
=
1.5
(gray) and gate-tracked
μ
(
Δ
φ
)
(blue), showing 80% peak enhancement via chemical potential optimization.](https://mdpi-res.com/applnano/applnano-07-00023/article_deploy/html/images/applnano-07-00023-ag-550.jpg)