EPR spectra of all samples did not change during months being conserved at room temperature in darkness. EPR signals of surface carbon-doped TiO
2 samples (C-TiO
2-2, C-TiO
2-3) are practically isotropic and are characterized by rather high intensity. Their parameters are equal to the following:
g
=

2.0030

±

0.0005; the line width Δ
H2(C-TiO
2-2)

=

4.7

±

0.2

G and Δ
H3(C-TiO
2-3)

=

3.7

±

0.2

G (Figure ). Samples with higher carbon concentration (C-TiO
2-2) have higher content of paramagnetic centers: N
2(C-TiO
2-2)

=

2·10
16 spin/g, N
3(C-TiO
2-3)

=

4·10
15 spin/g. Similar EPR signals were reported in [
13-
15] for the carbon dangling bonds in amorphous carbon particles. Another possible explanation of the nature of the such-type EPR signal can be found in [
8,
16]. The authors of [
8,
16] ascribed a symmetric single line with
g
=

2.0030 to the conduction electrons trapped by oxygen vacancies. Unfortunately, a mechanism of such process is not clear from both papers.
It should be mentioned that the shape of EPR spectrum and the main parameters were unchanged for both samples at different temperatures: 300 and 5

K (Figure , inset). This fact reflects the negligible role of spin–lattice relaxation in these samples. The volume-doped samples (C-TiO
2-1) had completely different EPR signals (Figure ). The asymmetric shape of the signal is known for the 17e
− three atomic π-radical with
g-factor values:
g1
=

2.0042

±

0.0005,
g2
=

2.0027

±

0.0005, and
g3
=

1.9801

±

0.0005. This signal can be assigned to CO
2− radicals, which were previously detected in MgO, NaHCO
2, and KHCO
2[
17-
19]. Seems, this anion-radical has been observed in C-TiO
2 samples firstly. The EPR signal of CO
2− radicals was also detected at room temperature but with lower intensity (Figure , inset). We assume that CO
2− radicals are located in the interstitial sites of TiO
2 lattice. Taking into account a shoulder of the EPR signal in a magnetic field within
g
=

2.0043-2.034 (Figure ) and the absence of EPR signals from Ti
3+ centers, one can propose the following mechanisms of CO
2− formation at the stage of C-TiO
2-1 synthesis: CO
2
+

O
2−(lattice)

=

CO
2−
+

O
−(lattice); CO
2
+

Ti
3+(lattice)

=

CO
2−
+

Ti
4+(lattice). The
g-values of O
− radicals are the following for various matrixes:
g1
=

2.020-2.028,
g2
=

2.009-2.019, and
g3
=

2.002-2.0073 [
11,
12,
20,
21]. Therefore, we assume that the shoulder of the EPR line mentioned above can be assigned to EPR signal of O
− radicals. The content of paramagnetic centers in C-TiO
2-1 samples was equal to N
1(C-TiO
2-1)

=

10
15 spin/g.
Under illumination of all doped-TiO2 samples, a growth of EPR signal intensity was registered. As an example, the effect of illumination of C-TiO2-2 sample on the EPR spectrum is shown in Figure . Partial reduction of the EPR signal intensity has been observed after illumination (Figure ). Such changes of the EPR signal intensity under and after illumination can be explained due to a light absorbance by negatively or positively charged carbon dangling bonds, which are located inside the energy gap of TiO2. During illumination, the dangling bonds are changing to a neutral paramagnetic state; therefore, the spin density of paramagnetic centers increases. After illumination, density of paramagnetic centers decreases due to capture of electrons and holes by neutral paramagnetic centers.