Energy evolved from the fusion reaction `2_(1)^(2)H=_(1)^(4)He+Q` is to be used for the production of power. Assuming the efficiency of the process to be `30%`. Find the mass of deuterium that will be consumed in a second for an output of `50 MW`.

It is proposed to use the nuclear fusion reaction, _1^2H+_1^2Hrarr_2^4He in a nuclear reactor 200 MW rating. If the energy from the above reaction is used with a 25 per cent efficiency in the reactor, how many grams of deuterium fuel will be needed per day?(The masses of _1^2H and _2^4He are 2.0141 atommic mass units and 4.0026 atomic mass units respectively.)

It is proposed to use the nuclear fusion reaction, _1^2H+_1^2Hrarr_2^4He in a nuclear reactor 200 MW rating. If the energy from the above reaction is used with a 25 per cent efficiency in the reactor, how many grams of deuterium fuel will be needed per day?(The masses of _1^2H and _2^4He are 2.0141 atommic mass units and 4.0026 atomic mass units respectively.)

It is proposed to use the nuclear fusion reaction, ._1^2H+_1^2Hrarr_2^4He in a nuclear reactor 200 MW rating. If the energy from the above reaction is used with a 25 per cent efficiency in the reactor, how many grams of deuterium fuel will be needed per day?(The masses of ._1^2H and ._2^4He are 2.0141 atomic mass units and 4.0026 atomic mass units respectively.)

A fusion reaction of the type given below ._(1)^(2)D+._(1)^(2)D rarr ._(1)^(3)T+._(1)^(1)p+DeltaE is most promissing for the production of power. Here D and T stand for deuterium and tritium, respectively. Calculate the mass of deuterium required per day for a power output of 10^(9) W . Assume the efficiency of the process to be 50% . Given : " "m(._(1)^(2)D)=2.01458 am u," "m(._(1)^(3)T)=3.01605 am u m(._(1)^(1) p)=1.00728 am u and 1 am u=930 MeV .

A fusion reaction of the type given below ._(1)^(2)D+._(1)^(2)D rarr ._(1)^(3)T+._(1)^(1)p+DeltaE is most promissing for the production of power. Here D and T stand for deuterium and tritium, respectively. Calculate the mass of deuterium required per day for a power output of 10^(9) W . Assume the efficiency of the process to be 50% . Given : " "m(._(1)^(2)D)=2.01458 am u," "m(._(1)^(3)T)=3.01605 am u m(._(1)^(1) p)=1.00728 am u and 1 am u=930 MeV .

A fusion reaction of the type given below ._(1)^(2)D+._(1)^(2)D rarr ._(1)^(3)T+._(1)^(1)p+DeltaE is most promissing for the production of power. Here D and T stand for deuterium and tritium, respectively. Calculate the mass of deuterium required per day for a power output of 10^(9) W . Assume the efficiency of the process to be 50% . Given : " "m(._(1)^(2)D)=2.01458 am u," "m(._(1)^(3)T)=3.01605 am u m(._(1)^(1) p)=1.00728 am u and 1 am u=930 MeV .

It is propssed to use the nucles fasion _(1)^(2) H +_(1)^(2) H rarr _(2)^(4) He in a nucleas of 200MW rating if the energy from the above reaction is used with a 25 per cast effecincy in the rector , low maney game of deuterium fiel will be needed per day (The masses of _(1)^(2)H and _(4)^(2) He are 2.0141 atomic mass unit and 4.0028 atyomic mass uniot repertively)