.1H^2 + .1H^3 to .2He^4 +...

`._1H^2 + ._1H^3 to ._2He^4` + ____

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._1H^1 + ._1H^1 + ._1H^1 + ._1H^1 to ._2He^4 + 2 _____ .

._1H^2 + ._1H^2 to ._2He^4+Q . In this reaction the masses of deuterium and helium atoms are 2.0141 u and 4.0024 u respectively. What is this process called, and what is the energy released Q , in MeV

How long an electric lamp of 100 W can be kept glowing by fusion of 2.0 kg of deuterium ? The fusion reaction can be taken as ._1^2H + ._1^2H to ._2^3 He + n + 3.2 MeV

The Q-value of a nuclear reaction A + b to C + d is defined by Q=[m_A + m_b -m_C -m_d]c^2 , where the masses refer to nuclear rest masses . Determine from the given data whether the following reactions are exothermic or endothermic . (a) ._1^1H + ._1^3H to ._1^2 H ._1^2 , (b) ._6^12C + ._6^12C to ._10^20Ne + ._2^4He Atomic masses are given to be m(._1^1H) = 1.007825 u, m(._1^2H) = 2.014102 u , m(._1^3H) =3.016049 u, m(._1^12C) =12.000000 u, m(._10^20Ne) =19.992439 u, m(._2^4He) =4.002603 u

The binding energy per nucleon of ._3^7Li and ._2^4He nuclei are 5.60 MeV and 7.06 MeV respectively. In the nuclear reaction ._3^7Li + ._1^1H to 2._2^4He + Q , the value of energy Q released is

4._1H^1 to ._2He^4 + 2e^(+)+ 26 MeV : this is an equation of

Identify the missing particle in the following two reactions (I) ._9F^19 + ._1H^1 to ._8O^16 + ? (II) ._12Mg^25 + ?to ._11Na^22 + ._2He^4

The binding energies of deuterium (._1H^2) and helium (._2He^4) per nucleon are 1.1 MeV and 7.0 MeV respectively . When a helium nucleus (._2He^4) is formed by fusion of two deuterium nuclei then how much energy will be evolved ?

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.1H^2 + .1H^3 to .2He^4 +
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