Installez notre extension pour rechercher instantanément dans n'importe quelle vidéo

ISNET Podcast, Season 3 & Episode 1 | Dr. Shawkat Odeh (IAC) & Mr. Ghulam Mustafa Leghari (SUPARCO)
Ajouté :

158 vues8J'aime1:23:51ISNETSecretariatVersion originale : 2026-05-21

The Odeh Criteria, developed by Dr. Shawkat Odeh after analyzing over 730 historical moon sighting observations spanning more than 150 years, uses two key parameters—crescent width (corrected for lunar distance) and moon altitude above the horizon at sunset—to predict whether a lunar crescent can be seen by the naked eye. This scientific approach addresses the fundamental challenge that while astronomical calculations can precisely determine the moon's position and illumination, actual visibility depends on atmospheric conditions like dust, humidity, and temperature gradients that cannot be predicted with certainty. The criteria distinguish between the astronomical existence of the crescent and its perceptibility to human eyes, providing a framework that bridges faith and science for determining Islamic calendar months.

Vidéos Similaires

A Number Plus 5 Is 12

MathGirlTutor

101 views2026-06-03

Olympiad Mathematics | Indian | Can You Solve This One?

PhilCoolMath

650 views2026-06-03

H2 Math June Holiday 2026 Intensive Revision | H2 Math Tuition by Achevas #singaporemath #h2math

AchevasTV

304 views2026-06-01

Escaping the Fog

LogicLemurGaming

760 views2026-06-03

slick TMUA geometry!

JPiMaths

109 views2026-06-04

Edexcel IAL S2 Statistics June 2025 - Complete Paper Walkthrough | WST02/01

Math_Mind_1

140 views2026-06-03

A Brutal Radical Expression Made Easy! The Shortcut Changes Everything.

tamoshop

112 views2026-06-02

Is This Pentomino Tileable?

3cycle

241 views2026-05-30

Tendances

Why Batman Lets The Joker Live 🤨

zackdfilms

9222K views2026-05-30

This spider is a VAMPIRE (Kinda...)

moreparz

2764K views2026-06-02

Making Ai Choose Where I Eat

Tyrecordslol

3080K views2026-06-03

They're Complete Trash

penguinz0

558K views2026-06-04