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James C. C. Wong

Publications and source records attributed to James C. C. Wong.

5 recordsLinked to original sources

An extensive universe avoids phantom dark energy

A major challenge in cosmology and astrophysics is the phantom dark energy used to explain the data of DESI DR2 BAO. Assuming that the degrees of freedom of the universe are (d=3) extensive, we find that the linearised Hubble parameter in Tsallis Entropic cosmology is consistent with Cosmic Chronometers (CC) and DESI DR2 data upto z<2.33, avoiding the need for phantom energy while keeping the observed CMB acoustic angular scale constraint. It also obviates the need for a significant density of CDM.

astro-ph.GA↗

A Baseline model for Modified Newtonian Mechanics I: The Early Universe

In modelling galaxy structure formation, neither Cold Dark Matter (CDM) nor canonical Modified Newtonian Dynamics (MOND) (Milgrom [1]) can easily accommodate the appearance of massive galaxies at early times [2]. As a baseline We propose a new single-metric universe which fits within the MOND frame in that there is no new matter in the stress-momentum tensor, to reset the cosmological time scale at which cold dark matter may have a role. The metric interpolates smoothly between the Schwarzschild metric of central masses at small scales and the Friedmann Lemaitre Robertson Walker (FLRW) metric of an expanding universe at large scales without discrete boundaries. Within the framework of interpolations proposed by Baker [3] it is unique where the Newtonian free fall velcoity plays the role of peculiar velocity in an expanding background. Our model looks old-fashioned in that it superficially resembles a vacuole model wtih all the artificialities that this implies, but whereas traditional vacuole models do their best to hide boundary effects, all the new physics in our model arises from the smooth early-universe transitioning of one regime to the other. This metric inherits from MOND the existence of an acceleration scale a0 below which Newtonian gravity is modified. This is no longer the constant of traditional MOND [1] but depends on the background density, most simply as a0 ~1/2 H^2 r, where r is the relevant distance scalce. As a result, there are additional strong forces at high red-shifts sufficient at galactic scales, we believe, to trigger galaxy formation with needing to invoke the fimailar targets of LCDM searches. We have largely restricted ourselves here to galaxy and galaxy-cluster distances. We are agnostic as to whether we need further ingredients at large scales but, if we do, the metric provides a solid baseline.

astro-ph.CO↗

Variable Modified Newtonian Mechanics III: Milky Way Rotational Curve

For a point mass residing in an expanding universe, within General Relativity (GR), a new metric [1} is found to lead to a cosmological background dependent MOND-like acceleration in addition to the Newtonian acceleration. In [2], we study the monolithic evolution of a spherical overdensity at recombination in this combined acceleration, called VMOND. Under reasonable relaxation assumptions we find that a massive spherical galaxy with a stable core can from at $z>7$. For galaxy mass $M=10^{10.5}M_{\odot}$ and a realistic initial overdensity, the model late time MOND acceleration $a_0^{VM}(r)$ at radius r takes on values similar to the canonical MOND acceleration $a_0$ at large radius r. In this work, we consider an idealised model of rotating galaxy formation in which a Milky Way mass overdensity under VMOND monolithically evolves into a virialised sphere. We assume that this virialised sphere is given an uniform systematic angular velocity which equilibriates into a flat disk according to Mestel's analysis \cite{mestel}. We apply Mestel to o the Mestel's disk potential due to the flatten virialised sphere under VMOND to calculate the rotational curve at $17.77kpc-27.30kpc$, We find that the model combined acceleration leads to a Baryonic Tully-Fisher Relation (BTFR) with radius dependent acceleration $a_0^{VM}(25kpc)\sim O(a_0)$. The model rotational velocity in the same radius range matches Gaia DR3 measurements very closely.

astro-ph.GA↗

Variable Modified Newtonian Mechanics IV: Non Rotating Galaxies

At it stands, the $ΛCDM$ model does not anticipate the early emergence of massive galaxies. Canonical Modified Newtonian Dynamics (MOND) seems to fail at late time solar system scale and Wide-Binary scales. To match data, a MOND variant needs a variable MOND acceleration $a_0$ which is strong at high redshift galactic scale and diminishes over redshift to far below Newtonian gravity at solar system scale at late time. We found such a candidate in a relativistic frame-work. In a previous work, a new single-metric solution of Einstein Gravity is found for a point mass residing in an expanding universe, which apart from the Newtonian acceleration, gives rise to an additional MOND-like acceleration in which the MOND acceleration $a_0$ is replaced by the cosmological acceleration $\frac{1}{2}H^2(z)r$. This cosmological acceleration is shown to be far below Newtonian acceleration in the solar system and therefore avoids the problem of MOND program. In this work, we study the monolithic evolution of a Milky Way mass protogalactic cloud at recombination in this model where the non-Newtonian acceleration is stronger than Newtonian gravity. To obtain a spherical galaxy we assume that a point on a mass shell at turnaround will pick up sufficient non-systematic angular momentum. Assuming a violent relaxation process similar to the simulation studies for MOND and Newtonian gravity, we find that the central core can form a time independent Quasi-Stationary-State (QSS) by z>7, which could explain the galaxy morphology stability observations for $z<6.5$. The virialised potential has a Newtonian acceleration dominant central region and a MOND-like acceleration dominant outer region. We evaluate the corresponding MOND acceleration $a_0^{VM}$ in a virialised potential for a Milky-Way mass elliptical galaxy and find that $a_0^{VM}\sim a_0$.

astro-ph.GA↗

Un-modelled Pioneer 10/11 clock acceleration from the Schwarzschild metric and Flyby energy Increase

When a space-craft reaches a large radial velocity, we expand the time dependent radial distance to linear order in time. In the Schwarzschild metric this linear term in time leads to a significant un-modelled clock acceleration. For Pioneer 10, this acceleration is found to be about $40\%$ of the observed anomalous acceleration. As measured distances are geocentric distances instead of the heliocentric distances in the model, this un-modelled acceleration has an annual oscillation with amplitude close to observations. For Pioneer 11, we find that the un-modelled acceleration "On-Set" is caused by the flyby energy Increase to the space-craft's orbit.

gr-qc↗