Birth Chart
Oliver Heaviside
Sun Taurus
Moon Leo or Virgo
When the birth time is unknown, the chart is calculated for 12:00 noon without using the astrological houses system. Are the planets in the wrong houses?
Influences in signs
↣ Sun in Taurus - 27°08'
↣ Moon in Leo - 25°02'
↣ Mercury in Gemini - 18°59'
↣ Venus in Gemini - 16°38'
↣ Mars in Leo - 01°47'
↣ Jupiter in Virgo - 13°13'
↣ Saturn in Aries - 16°31'
↣ Uranus in Aries - 28°01'
↣ Neptune in Pisces - 06°55'
↣ Pluto in Aries - 29°01'
↣ North Node in Leo - 18°25'
Aspects
↣ Sun and Moon square (2°06' applying)
↣ Sun and Mars sextile (4°39' applying)
↣ Moon and Uranus trine (2°58' applying)
↣ Moon and Pluto trine (3°58' applying)
↣ Moon and North Node conjunction (6°37' separating)
↣ Mercury and Venus conjunction (2°21' applying)
↣ Mercury and Jupiter square (5°47' separating)
↣ Mercury and Saturn sextile (2°29' separating)
↣ Mercury and North Node sextile (0°34' separating)
↣ Venus and Jupiter square (3°25' separating)
↣ Venus and Saturn sextile (0°07' separating)
↣ Venus and North Node sextile (1°48' applying)
↣ Mars and Uranus square (3°47' separating)
↣ Mars and Pluto square (2°47' separating)
↣ Jupiter and Neptune opposition (6°18' separating)
↣ Saturn and Pluto antiparallel
↣ Saturn and North Node trine (1°55' applying)
↣ Uranus and Neptune antiparallel
↣ Uranus and Pluto conjunction (1°00' applying)
Birth data
- Chart date
- 18/05/1850
- Chart time
- No time
- Date and time quality
- XX Time not informed what does this mean?
- Data origin
- Astro-Databank
- Location
-
London, England - Latitude and longitude
- 51°30' North · 0°10' West
- Time zone
- 00:00
The data used to calculate the charts comes from public sources, as do the descriptive texts. We use sources such as Wikipedia.
About
Oliver Heaviside was an English self-taught mathematician and electrical engineer whose work reformulated the mathematical language of electricity and magnetism. Working largely without a permanent academic post, he translated Maxwell’s ideas into operational tools and developed the theory of transmission lines, showing how distributed inductance reduces attenuation and distortion in telegraph cables. These contributions were decisive for telegraph practice and for the development of electrical communications.
Over his career he published influential articles and books, including the volumes of Electromagnetic Theory and the collected Electrical Papers, in which he introduced operator methods in mathematical physics and discussed the propagation of electromagnetic induction. His pragmatic approach and operational formulas anticipated techniques that later became commonplace in engineering and theoretical physics.
Although often marginalized by institutions during his lifetime, his work achieved posthumous recognition and left a lasting legacy: Heaviside’s equations and methods continue to underpin the study of transmission lines and applied electromagnetic theory.
