Want this question answered?
even
When a single heavy nucleus splits into two or more lighter nuclei (fission), the sum of their masses is less than the mass of the original nucleus. Some mass is missing, and some energy is released. When two light nuclei fuse into a single heavier nucleus (fusion), the mass of the heavier one is less than the sum of the masses of the two light ones. Some mass is missing, and some energy is released. In both events, the missing mass has been converted to energy. If the amount of missing mass is 'm', and you multiply 'm' by the square of the speed of light 'c2' , the answer you get is the amount of energy that was released 'e'. e = mc2
true
to connect the habenular nuclei of the two sides of the epithalamus together.
The outcome of mitosis is two daughter cells with nuclei identical to the parent cell.
all nuclei are made of protons & neutronsprotons & neutrons have almost the same masshydrogen's nucleus is one proton
A. N. Antonov has written: 'Nucleon correlations in nuclei' -- subject(s): Nuclear structure, Nucleon-nucleon interactions 'Nucleon momentum and density distributions in nuclei' -- subject(s): Angular distribution (Nuclear physics), Angular momentum (Nuclear physics), Nuclear structure
In nuclear fusion, lighter atomic nuclei combine to form a heavier nucleus, releasing energy in the process. Since the total mass of the products is less than the sum of the masses of the initial nuclei (due to the released energy according to Einstein's mass-energy equivalence, E=mc^2), the mass per nucleon decreases after fusion.
Binding energy per nucleon gives a better indication of the stability of a nucleus since it accounts for the fact that larger nuclei have more nucleons but are less tightly bound per nucleon compared to smaller nuclei. It allows for a more direct comparison between different nuclei regardless of their size.
The order of binding energy per nucleon for nuclei generally follows the trend that larger nuclei have higher binding energy per nucleon. This means that as you move to heavier nuclei (with more protons and neutrons), their binding energy per nucleon tends to increase. This trend is due to the strong nuclear force that holds the nucleus together becoming more efficient as the nucleus grows in size.
The mass per nucleon decreases when uranium is split into smaller nuclei through fission. This is because energy is released during the fission process, leading to a conversion of mass to energy based on Einstein's equation (E=mc^2).
The mass per nucleon in uranium is higher than the mass per nucleon in the fission fragments of uranium. During fission, the uranium nucleus splits into two or more smaller nuclei with a higher binding energy per nucleon, resulting in a release of energy. This difference in mass per nucleon contributes to the energy release in nuclear fission reactions.
Yes, the proton is a nucleon. The term nucleon is used to speak of component particles of the nucleus of an atom. That means either a proton or a neutron. The term nucleon can be applied to either the proton or neutron when speaking of these particles as building blocks of atomic nuclei. Use the link to the related question below for more information.
The binding energy per nucleon is a measure of how tightly a nucleus is held together. Nuclei with higher binding energy per nucleon are more stable as they require more energy to break apart. Therefore, nuclei with a higher binding energy per nucleon are more stable and tend to resist undergoing nuclear reactions.
The binding energy per nucleon varies with mass number because it represents the average energy required to separate a nucleus into its individual nucleons. For lighter nuclei, the binding energy per nucleon increases as the nucleus becomes more stable. As nuclei become larger (higher mass number), the binding energy per nucleon decreases due to the diminishing strength of the nuclear force relative to the electrostatic repulsion between protons.
A neutron. Neutrons do not have a net electric charge and are composed of three quarks, making them a key component of atomic nuclei along with protons.
Michael John Smithson has written: 'Five nucleon transfer reactions on some light nuclei'