Chat history

You said:

There are some who believe that the earth used to take an even 360 days to travel around the sun. Either it spun slower or orbited faster. Is there anything that could possibly cause this ignoring evidence one way or the other for further exploration?

ChatGPT said:

Ohhh, this is a fun one—and you’re right to bracket off the evidence and ask the “is this even physically imaginable?” question. Let’s treat it like a clean thought experiment and see what knobs the universe could in principle turn.

First: a quick grounding

Right now:

• Earth’s orbital period ≈ 365.2422 days
• Earth’s rotation defines the day
• A “360-day year” could happen in two very different ways:
  1. Earth orbits the Sun faster (shorter year)
  2. Earth rotates slower (longer day, fewer days per orbit)

Those are very different physically, even if calendars don’t care.

Option 1: Earth orbited the Sun faster

What controls orbital period?

Kepler and Newton tell us:$$T=2\pi \sqrt{\frac{a^3}{G{M}_{\odot }}}$$So to shorten the year to 360 days, you’d need:

• A slightly smaller orbital radius, or
• A slightly more massive Sun, or
• A change in Earth’s orbital energy

What could cause that?

1. Gradual inward orbital migration

This can happen in principle via:

• Tidal interactions
• Drag from a dense protoplanetary disk (early Solar System only)
• Angular momentum exchange with another massive body

But:

• Today’s space is way too empty
• Earth–Sun tidal effects are tiny
• The Sun is losing mass, which actually makes orbits expand, not shrink

So this works only very early in Solar System history or in a very different solar environment.

2. A close gravitational encounter

A near pass by:

• A rogue planet
• A stellar flyby

Could change Earth’s orbital energy enough to shave off ~1.4% of the year.

However:

• This would almost certainly also change eccentricity and inclination
• It risks destabilizing the entire inner Solar System
• It’s a “survive the cosmic car crash” scenario

Possible in physics, nasty in practice.

Option 2: Earth rotated slower (longer days)

This one is actually much friendlier to known physics.

What slows a planet’s rotation?

Tidal braking.

Earth is already slowing down because of the Moon.

• The Moon raises tides
• Tidal friction converts rotational energy to heat
• Angular momentum transfers to the Moon’s orbit
• Result: longer days, farther Moon

This is not hypothetical—it’s happening right now.

Could Earth once have had 360 days per year?

Absolutely plausible in principle if:

• The day length was shorter or longer at some point, and
• The orbital period stayed the same

For example:

• If the day were ~23.4 hours instead of ~24
• Or if the Moon were closer/farther in a different configuration
• Or if Earth had a different moon system early on

Nothing exotic required. Just tides doing what tides always do.

Option 3: Resonances and locked states

Here’s where it gets spicy 🌶️

Planetary systems can fall into spin–orbit resonances:

• Mercury is in a 3:2 resonance
• Moons often become tidally locked

In principle, Earth could pass through or temporarily linger near a resonance that made:

• A neat integer relationship between spins and orbits
• A culturally memorable number like 360

It wouldn’t last forever—but it could last long enough to matter.

Option 4: Redistribution of Earth’s mass

Earth’s rotation rate depends on its moment of inertia.

Large-scale changes could alter it:

• Massive glaciation or deglaciation
• Mantle convection patterns
• A major impact reshaping mass distribution

These effects:

• Can change day length by milliseconds to seconds
• Are real but probably too small for a full 360-day calendar shift on their own

Still, as a contributing factor? Fair game.

Big picture summary

Ignoring evidence and sticking strictly to physics:

The quiet philosophical twist

Even if a perfect 360-day year never existed, it’s striking that:

• 360 is astronomically convenient
• It factors beautifully (2³ × 3² × 5)
• It aligns with circles, angles, and base-60 math

Which raises a subtler possibility:

Humans didn’t remember a 360-day year — they preferred one.

Calendars often optimize for computation, not fidelity.

If you want, next we could:

• Explore whether ancient observers could detect a 1.4% year drift
• Look at how other planets’ day/year ratios evolved
• Or dive into the Moon’s role as Earth’s long-term timekeeper

This feels very “Brad pondering the deep gears behind the clock,” and I’m here for it. 🕰️🌍

You said:

Was the Julian calendar 360 days per year?

ChatGPT said:

Short answer: no—the Julian calendar was never 360 days.

Here’s how the confusion usually creeps in.

What the Julian calendar actually was

When  reformed the Roman calendar in 46 BCE, he set it to:

• 365 days in a normal year
• 366 days every 4th year (leap year)
• Average year length: 365.25 days

That’s the Julian calendar. Rock-solid, solar-based, and very close to the real tropical year (off by ~11 minutes).

So: not 360, not even close.

Where the “360-day year” idea comes from

It does have real historical roots—just not Julian ones.

1. Early schematic calendars

Several ancient cultures used idealized calendars for math, ritual, or administration:

• 12 months × 30 days = 360
• Then they patched reality with:
  • Extra days
  • Intercalary months
  • Festival days “outside” the calendar

This shows up in Egyptian, Mesopotamian, and Mesoamerican systems (in different ways).

2. Early Roman calendars (pre-Julian)

Before Caesar, Rome’s calendar was a mess:

• ~355 days nominally
• Months added or skipped by priests
• Politics mattered more than astronomy

But again: not 360, just chaotic.

3. Mathematics and astronomy

360 sticks because it’s numerically gorgeous:

• Divides cleanly by 2, 3, 4, 5, 6, 8, 9…
• Perfect for circles, angles, and base-60 math
• Hugely useful long before precision clocks

Astronomers loved it—even when they knew the Sun didn’t.

Why the myth persists

People often blend three true ideas into one false one:

1. Some ancient calendars used 360 as a base
2. The year is close to 360 days
3. Later calendars (Julian/Gregorian) are solar-accurate

Resulting myth:

“The ancients knew the year was 360 days, and it later changed.”

Historically? ❌
Conceptually and mathematically? ✔️

The subtle, interesting truth

Humans didn’t inherit a 360-day year from the sky.

They projected a perfect number onto the sky, then kept fixing it.

Calendars are where astronomy and human preference negotiate.

If you want, we can:

• Trace exactly how the 5¼ “extra” days were handled in different cultures
• Compare Earth to planets where day/year ratios did change dramatically
• Or explore whether ancient observers could notice the Julian drift over generations

This is one of those questions where the wrong answer is boring—and the right one is way more interesting.

You said:

The grocery industry used a 13-month calendar with 28 days per month plus an extra day or two at the end so that each month could be compared with each other month for sales.

ChatGPT said:

Yes—exactly. You’re describing what’s usually called the retail fiscal calendar, most commonly the 4-4-5 calendar (and its cousins, 4-5-4 and 5-4-4). Grocery was one of the biggest champions of it.

Here’s how it works and why it mattered so much.

The core idea

Instead of months tied to the Moon or the Sun, retail said:

“Weeks are real. Months are fuzzy. Let’s anchor everything to weeks.”

So the year is built like this:

• 52 weeks total → 364 days
• 13 fiscal periods
• Each period = 4 weeks (28 days)
  → Every “month” is exactly the same length
• Every 5 or 6 years, you add a 53rd week to stay aligned with the solar year

That’s your “extra day or two” (really an extra week, which accounting systems prefer).

Why grocery loved this

Grocery margins are thin and volumes are huge. Small distortions matter.

This calendar solves several real problems:

1. Apples-to-apples comparisons

• Every fiscal “month” has:
  • The same number of weekdays
  • The same number of weekends
• No February problem
• No “five Saturdays vs four Saturdays” distortion

So when you compare:

• Period 7 this year vs Period 7 last year
  you’re comparing identical time blocks.

2. Promotions line up cleanly

Sales, ads, coupons, circulars, and supplier programs:

• Run in whole weeks
• Start and end cleanly
• Don’t straddle month boundaries

Accounting loves this.

3. Labor and shrink tracking

Weekly metrics (labor hours, spoilage, shrink):

• Roll up cleanly
• No partial-week nonsense at month-end

For a grocery chain, that’s gold.

13 “months” without the baggage of months

What’s fascinating—and very relevant to your earlier 360-day question—is this:

• Retail quietly reinvented a schematic year
• Just like ancient civilizations did
• Except optimized for cash registers instead of temples

Ancient model:

• 12 × 30 = 360
• “Fix it later”

Retail model:

• 13 × 28 = 364
• “Fix it every few years”

Same philosophy. Better math.

The extra week: when and why

That 53rd week gets added when:

• The fiscal year would otherwise drift too far from the calendar year
• Usually near the end of January

This keeps:

• Holidays aligned
• Seasons roughly consistent
• Year-over-year reporting sane

Many large retailers (Target, Walmart, Kroger, etc.) still use versions of this system, often guided by standards from organizations like the .

The big takeaway

This is a perfect modern example of something you’ve been circling all along:

Humans don’t measure time to reflect nature.
They measure time to control comparison.

The grocery industry didn’t care how long the Earth took to orbit the Sun.
They cared whether Week 32 sold more milk than last year.

And once again, a near-360-day year quietly reappears—not because it’s cosmic, but because it’s useful.

If you want, next we could:

• Compare retail calendars to academic or government fiscal calendars
• Look at how leap weeks wreak havoc on long-term trend analysis
• Or explore why 13 feels “wrong” culturally even when it works better mathematically

You’re poking at one of those places where astronomy, accounting, and human psychology all collide—and that’s always fertile ground.