Authors: Jian Ding*
Published Date: 10 February, 2026
Cite: J. Ding, “Introduction to the Implementability of the Communist Social System,” Crystal Journal of Physics, vol. 2, no. 1, pp. 1-2, 2026.
Abstract
The major social systems in the world today all aim for fairness as their goal pursued. Whether Western or Eastern democracy, the obedience of the minority to the majority is a common rule for both. The flaw lies in imposing the consensus of part of the people on others. And truth is not only absolute fairness, but also means unanimous consensus, which lies herein as the key that truly drives social progress today. Although truth must have absoluteness and immutability, and does not exist in reality, and belongs to the category of metaphysics, it has continuity with relevant objective things in reality, and its intrinsic mechanism is inertia. Based on this, I initially created the "Trialism on things' limits", which resolved the dilemma that truth had no place to reside in dualism and could only be passed over ambiguously, and expanded the philosophical view of materialism to the category of metaphysics. This means that the communist social system is based on the current democratic systems (which belong to dualism) both in the East and the West to add unanimous consensus as a third aspect, and a unity of opposites is formed by virtue of the absoluteness of truth together with the democracy and centralism in reality. With the reasonable return of methodology from dualism to Trialism, war can hardly begin because ambiguity disappears. The higher the proportion of consensus, the higher the productive forces. As a result, we can more reasonably and efficiently do that "concentrate on accomplishing major tasks" in a long-term peaceful environment to escort the pursuit of a better life for humanity.
Key words
Trialism, Truth, Inertia, Continuity, Communism, Unity of Opposites
PACS: 01.70. +w; 45.20.D-; 01.75. +m; 01.90. +g
Authors: Giustino Travaglini*
Published Date: 10 February, 2026
Cite: C. Travaglini, “AlH₆ Clathrate Confined within h-BN: Design, Ab Initio Estimates, Synthesis Route and a Quantitative Assessment Toward High-Temperature Superconductivity,” Crystal Journal of Physics, vol. 2, no. 1, pp. 1-6, 2026.
Abstract
I propose and analyze a materials architecture in which an aluminium-hydride clathrate (nominal AlH₆ motifs forming a connected network) is mechanically and chemically confined within an inert, high-stiffness hexagonal boron nitride (h-BN) matrix. The confinement is intended to provide “chemical pressure” and kinetic stabilization of a hydrogen-rich network while preserving the light-mass phonon modes of hydrogen that can drive strong electron-phonon coupling. I present (i) an atomistic model and stability considerations; (ii) detailed computational workflows to evaluate electronic structure, phonons, anharmonic renormalization, electron-phonon coupling, and superconducting transition temperature (Tc) including explicit numerical evaluations; and (iii) an experimentally realistic synthesis and characterization protocol (materials, processing, and diagnostics). Using conservative but optimistic parameter choices supported by literature analogies (high-pressure hydrides and light-element clathrates), I find that the system can plausibly reach Tc in the high-temperature range (≈200–250 K) under idealized assumptions, and I quantify what improvements would be required to reach ~300 K. I identify the critical calculations and measurements needed to validate or falsify the design.
Authors: Servo Kasi*
Published Date: 02 January, 2026
Cite: S. Kasi, “Neutron measurement of moisture in mineral matter. Physical side of the gauge,” Crystal Journal of Physics, vol. 2, no. 1, pp. 1-5, 2026.
Abstract
This measurement depends on the hydrogen slowing-downs of fast neutrons. Except moisture in good measurements one then considers the parameters: hydrogen content, density and absorption cross section of the matter. For this meter I have made Monte Carlo (MC)-calculations [1], the first with Elliott [2] and the last ones with MatLab in my computer. I have supposed a point source S and point detector D in infinite medium. In the actual calculations, at first, I have taken the AmLi source spectrum of neutrons [3] to pick up the energy for each neutron. The neutrons I follow downwards sequentially. They slow down to the energy E0 = 1217 eV. q0 is the slowing-down density at the energy E0.
Authors: Servo Kasi*
Published Date: 02 January, 2026
Cite: S. Kasi, “Neutron measurement of moisture in mineral matter: modeling of the gauge,” Crystal Journal of Physics, vol. 2, no. 1, pp. 1-6, 2026.
Abstract
Neutron radiation provides a non-destructive method for measuring moisture in mineral matter by detecting the content of hydrogen. This study focuses on developing a robust numerical model for a Neutron Moisture Gauge which utilizes a source of fast (MeV) neutrons and detects thermal or epithermal slowed-down neutrons. For accurate prediction of the gauge's response (counting rate), a Monte Carlo (MC) calculation based on a two-path method was performed. The model required multiplying the neutron slowing-down density with the detection probability and integrating the product to yield the total counting rate. Initial modeling found that the common assumption of spherical symmetry proved inapplicable to the physical geometry of the gauge. The gauge was successfully modeled using cylindrical geometry, confirming the viability of this computational approach for optimizing and calibrating mineral moisture sensors.
Keywords
Neutron Gauge, Moisture Measurement, MC Calculation, Cylindrical Geometry, Geometry Applications, Epithermal Neutrons
