How much energy is released for alpha decay of U-236? What causes alpha decay? What happens during alpha decay? Does carbon-14 go through beta or alpha decay? What isotope does americium-241 turn into after alpha decay? Write the nuclear equation for the decay of Po-210 if it undergoes ...
How does one write a nuclear equation for alpha decay? Is beta decay spontaneous? What is emitted in alpha decay? What happens in beta plus decay? What happens during beta decay? Does carbon-14 go through beta decay? Does beta decay violate the conservation of mass? What is the nuclear e...
For \alpha ,\beta \in \mathbb {N}^{3}, set \partial ^{\alpha } :=\partial ^{\alpha }_x, \partial _{\beta } :=\partial ^{\beta }_v, \partial ^{\alpha }_{\beta } :=\partial ^{\alpha }_x\partial ^{\beta }_v for simplicity. We will use the following function spaces...
When, problem (1.1) becomes the usual Choquard equation. The early existence and symmetry results were established by Lions [21] and Lieb–Loss [20]. After the celebrated work [20,21], the existence and qualitative and asymptotic properties of nontrivial solutions for the Choquard equation or ...
The matrix possesses a circulant-plus-low-rank structure. Indeed, it can be written as (5.1) This relation has been exploited in [32] to design an effective preconditioner for (2.2) by dropping the low-rank term . We can use (5.1) to transform equation (4.1) into a generalized Sylvest...
This article is devoted to the study of a nonlinear Schrödinger equation with an x-periodic and t-quasi-periodic quintic nonlinear term. It is proved that the equation admits small-amplitude, linearly stable, real analytic, and quasi-periodic solution
More precisely, for any ${ho \in (\gamma,1)}$ we establish the existence of a continuous weak nonnegative self-similar profile with decay ${x^{-(1{+}ho)}}$ as x →∞.For the proof we consider the time-dependent problem in self-similar variables with the aim to use a variant ...
Answer to: Write a balanced nuclear equation for each of the following: -a) Oxygen-20 (β decay) b) F-18 (β+ emission) By signing up,...
There is little research on the well-posedness and energy decay of Eq. (1.1) with material damping and internal dynamic damping at the same time. For this kind of equation, the questions of the existence and nonexistence of global generalized solutions (or the global weak solutions) to the ...
A car's velocity as a function of time is given by v_x(t) = alpha + beta t^2, where alpha = 3.00 m/s and beta = 0.100 m/s^3. Calculate the average acceleration for the time interval t = 0 to t = 5.00 The velocity of a particle as a function of...