## 7 Conclusions
** & **Reaction** & **Type of Reaction** & **Rate Expression** \\ \hline (45) & \(N_{2}(v)+N_{2}\to N_{2}(v-1)+N_{2}\) & VT & \(k=f(v)\) \\ (46) & \(N_{2}(v)+N\to N_{2}(v-1)+N\) & VT & \(k=f(v)\) \\ (47) & \(O(^{1}D)+N_{2}\to O+N_{2}\) & Q & \(k=2.6\times 10^{-11}\) \\ (48) & \(O(^{1}D)+O_{2}\to O+O_{2}\) & Q & \(k=4.0\times 10^{-11}\) \\ (49) & \(N_{2}^{+}+e\to N+N\) & Re\_ei & \(k=8.3\times 10^{-6}T_{e}^{-0.5}\) \\ (50) & \(O_{2}^{+}+e\to O+O\) & Re\_ei & \(k=6.0\times 10^{-5T_{e}}^{-1.0}\) \\ (51) & \(N_{2}^{+}+2e\to N_{2}+e\) & Re\_ei & \(k=1.4\times 10^{-8T_{e}}^{-4.5}\) \\ (52) & \(O_{2}^{+}+2e\to O_{2}+e\) & Re\_ei & \(k=1.4\times 10^{-8T_{e}}^{-4.5}\) \\ (53) & \(N_{2}^{+}+e+M\to N_{2}+M\) & Re\_ei & \(k=3.1\times 10^{-23}T_{e}^{-1.5}\) \\ (54) & \(O_{2}^{+}+e+M\to O_{2}+M\) & Re\_ei & \(k=3.1\times 10^{-23}T_{e}^{-1.5}\) \\ (55) & \(N_{2}^{+}+O_{2}\to N_{2}+O_{2}^{+}\) & Pic & \(k=6.0\times 10^{-11}\) \\ (56) & \(N_{2}^{+}+N_{2}+M\to N_{4}^{+}+M\) & Pic & \(k=5.0\times 10^{-29}\) \\ (57) & \(N_{2}^{+}+O_{3}\to O_{2}^{+}+O+N_{2}\) & Pic & \(k=1.0\times 10^{-10}\) \\ (58) & \(N_{4}^{+}+O_{2}\to O_{2}^{+}+2N_{2}\) & Pic & \(k=2.5\times 10^{-10}\) \\ (59) & \(N_{4}^{+}+N_{2}\to N_{2}^{+}+2N_{2}\) & Pic & \(k=2.1\times 10^{-10}\cdot\exp\left(T/121\right)\) \\ (60) & \(O_{2}^{+}+O_{2}\to O_{2}^{+}+O_{2}\) & Pic & \(k=2.4\times 10^{-30}\cdot\left(300/T\right)^{32}\) \\ (61) & \(O_{2}^{+}+O_{2}\to O_{2}^{+}+2O_{2}\) & Pic & \(k=3.3\times 10^{-6}\left(300/T\right)^{4}\cdot\exp\left(-5030/T\right)\) \\ (62) & \(N_{4}^{+}+e\to N_{2}(C^{3}\Pi)+N_{2}\) & Re\_ei & \(k=2.0\times 10^{-6}\cdot\left(300/T_{e}\right)^{0.5}\) \\ (63) & \(N_{2}(a^{\dagger}\Sigma)+N_{2}(A^{3}\Sigma)\to N_{4}^{+}+e\) & Ai & \(k=1.5\times 10^{-11}\) \\ (64) & \(2N_{2}(a^{\dagger}\Sigma)\to N_{4}^{+}+e\) & Ai & \(k=1.0\times 10^{-11}\) \\ (65) & \(O_{2}^{-}+O_{2}^{+}+O_{2}\to 2O+2O_{2}\) & Re\_ii & \(k=2.0\times 10^{-25}\cdot\left(300/T\right)^{2.5}\) \\ (66) & \(O_{2}^{-}+O_{4}^{+}+O_{2}\to 2O+3O_{2}\) & Re\_ii & \(k=2.0\times 10^{-25}\cdot\left(300/T\right)^{2.5}\) \\ (67) & \(N(^{2}D)+O_{2}\to NO+O\) & Q & \(k=5.2\times 10^{-12}\) \\ (68) & \(N(^{2}D)+NO\to N_{2}+O\) & Q & \(k=1.8\times 10^{-10}\) \\ (69) & \(O_{2}(b^{\dagger}\Sigma)+O_{3}\to 2O_{2}+O\) & Q & \(k=2.2\times 10^{-11}\) \\ (70) & \(2N+N_{2}\to N_{2}(A^{3}\Sigma)+N_{2}\) & Ges & \(k=1.7\times 10^{-33}\) \\ (71) & \(2N+O_{2}\to N_{2}(A^{3}\Sigma)+O_{2}\) & Ges & \(k=1.7\times 10^{-33}\) \\ (72) & \(2N+NO\to N_{2}(A^{3}\Sigma)+NO\) & Ges & \(k=1.7\times 10^{-33}\) \\ (73) & \(2N+N\to N_{2}(A^{3}\Sigma)+N\) & Ges & \(k=1.0\times 10^{-32}\) \\ (74) & \(2N+O\to N_{2}(A^{3}\Sigma)+O\) & Ges & \(k=2.4\times 10^{-32}\) \\ (75) & \(2N+N_{2}\to N_{2}(B^{3}\Pi)+N_{2}\) & Ges & \(k=2.4\times 10^{-33}\) \\ (76) & \(2N+O_{2}\to N_{2}(B^{3}\Pi)+O_{2}\) & Ges & \(k=2.4\times 10^{-33}\) \\ (77) & \(2N+NO\to N_{2}(B^{3}\Pi)+NO\) & Ges & \(k=2.4\times 10^{-33}\) \\ (78) & \(2N+N\to N_{2}(B^{3}\Pi)+N\) & Ges & \(k=1.4\times 10^{-32}\) \\ (79) & \(2N+O\to N_{2}(B^{3}\Pi)+O\) & Ges & \(k=1.4\times 10^{-32}\) \\ (80) & \(2O+O\to O_{2}+O\) & Ges & \(k=3.6\times 10^{-32}T^{-0.63}\) \\ (81) & \(2O+N\to O_{2}+N\) & Ges & \(k=2.5\times 10^{-33}T^{-0.63}\) \\ (82) & \(2O+N_{2}\to O_{2}(a^{\dagger}\Delta)+N_{2}\) & Ges & \(k=7\times 10^{-35}T^{-0.63}\) \\ (83) & \(2O+O_{2}+O_{2}(a^{\dagger}\Delta)+O_{2}\) & Ges & \(k=7\times 10^{-35}T^{-0.63}\) \\ (84) & \(2O+N\to O_{2}(a^{\dagger}\Delta)+N\) & Ges & \(k=7\times 10^{-35}T^{-0.63}\) \\ (85) & \(2O+O\to O_{2}(a^{\dagger}\Delta)+O\) & Ges & \(k=7\times 10^{-35}T^{-0.63}\) \\ (86) & \(2O+N_{2}\to O_{2}(b^{\dagger}\Sigma)+N\) & Ges & \(k<1\times 10^{-35}T^{-0.63}\) \\ (89) & \(2O+O\to O_{2}(b^{\dagger}\Sigma)+O\) & Ges & \(k<1\times 10^{-35}T^{-0.63}\) \\ (90) & \(N(^{2}D)+O_{2}\to NO+O^{(3}P)\) & Q & \(k=1.5\times 10^{-12}\cdot\left(T/300\right)^{0.5}\) \\ (91) & \(N(^{2}D)+O_{2}\to N+O^{(3}P)\) & Q & \(k=6.0\times 10^{-12}\) \\ (92) & \(N(^{2}D)+N_{2}\to N(4^{5})+N_{2}\) & Q & \(k=6.0\times 10^{-15}\) \\ (93) & \(O^{(1}S)+NO\to O^{(3}P)+NO\) & Q & \(k=1.8\times 10^{-10}\) \\ (94) & \(O(^{1}S)+NO\to O^{(1}D)+NO\) & Q & \(k=3.6\times 10^{-10}\) \\ (95) & \(O(^{1}S)+O\to O^{(1}D)+O\) & Q & \(k=5\times 10^{-11}\cdot\exp(-301/T)\)  
* (20) [PERSON]; [PERSON] Modelling of a nanosecond surface discharge actuator.