Home
Class 11
CHEMISTRY
Photochemical dissociation of oxygen re...

Photochemical dissociation of oxygen result in the production of two oxygen atoms one in the ground state and in the excited state
`O_(2) overset(hv) to O + O^(6)`
The maximum wavelenght (1) neded for this is `17.4` nm .If the exchation energy `O rarr O^(6) is 3.15 xx 10^(-19) J` haw much energy in kJ `mol^(-1)` is neded for the dissociation of `1` and of oxygen into normal atomic is the ground state

Promotional Banner

Similar Questions

Explore conceptually related problems

Photochemical dissociation of oxygen result in the production of two oxygen atoms one in the ground state and in the excited state O_(2) overset(hv) to O + O^(*) The maximum wavelength (1) needed for this is 17.4 nm .If the exchation energy O rarr O^(*) is 3.15 xx 10^(-19) J How much energy in kJ mol^(-1) is needed for the dissociation of 1 mole of oxygen into normal atoms in the ground state

Photochemical dissociation of oxygen results in the production of two oxygen atoms,one in the ground state and one in the excited state. O_2oversethnurarrO+O^* . The maximum wavelength needed for this is 174nm. if the excitation energy OrarrO^* is 3.15xx10^-19J, How much energy in kJ/mole is needed for the dissociation of one mole of oxygen into normal atoms in ground state?

The ionisation energy of He^(o+) is 19.6 xx 10^(-18) J per atom .The energy of the first stationary state of Li^(2+) will be

The ionisation energy o Li^(2+) atom in ground state is,

What is the oxidation state of oxygen of H_2O_2 in the final products when it reacts with As_2O_3 ?

What is the oxidation state of oxygen of H_2O_2 in the final products when it reacts with As_2O_3 ?

What is the oxidation state of oxygen of H_2O in the final products when it reacts with As_2O_3 ?

The ionisation energy of He^(o+) is 19.6 xx 10^(-19) J "atom "^(-1) .Calculate the energy of the first stationary state of li^(2+)

The ionisation energy of He^(o+) is 19.6 xx 10^(-18) J "atom" ^(-1) .The energy of the first stationary state of Li^(2+) will be