Fossil coral dating
If the present day Earth radius of 6371 km is divided by 1.3834475 mm per year, we can estimate the growth time of the Earth from its beginning to the presentthe growth time is 4.6 billion years, which is consistent with the radioisotope data, i.e., 4.6 billion years equals the age of the Earth!
This new method for measuring Earth’s age not only confirms outcomes obtained with radiological methods, but it poses new problems and avenues of research for paleogeologists.
As is known from studies of 400 million year old fossil corals, Earth years were 400 days in duration in distant times because the Earth rotated faster than it does today.
According to calculations based on the fundamental law of rotational motion dynamics involving the moment of inertia of a body, the radius of the ancient Earth 400 million years ago was 553.379 km less than it is today.
Studies of geological time typically begin with event relation determinations (early–late events, ancient–recent events) and finish with continuity determinations and positioning on the modern geochronological scale.
These studies may involve both qualitative and quantitative observations.
These times are determined based on corresponding positions of ground layers, i.e., lower layers are ancient in unbroken ground layers, whereas the upper ones are younger.Thus, determining the age of the Earth with alternative techniques could serve to strengthen the conclusions that have been reached with radioisotope dating methods.In this paper, a different approach to solving the problem is proposed.This is an unusual conclusion that is difficult to accept using common sense.However, if we follow through with this logic and extend the growth rate over Earth’s entire geological history, then present day Earth with a radius of 6371 km could have been formed in 4.6 billion years.