PantryMetric

Tool

Pan Size Converter

Compare round, square, rectangular, loaf and bundt pans by the batter they actually hold, with the scale factor, bake-time change and temperature adjustment.

Pan Size Converter

The pan the recipe calls for

Holds about 10.8 cups of batter at a two-thirds fill.

The pan I actually have

Holds about 5.9 cups of batter at a two-thirds fill.

Scale the recipe to 0.54Γ— to fit

10.8

Recipe's pan holds Β· cups

5.9

Your pan holds Β· cups

0.54Γ—

Scale recipe by Β· β‰ˆ Β½

+58%

Bake time Β· unscaled batter

Does it fit? The new pan holds only 5.9 cups against the original's 10.8. Scale the recipe to 0.54x, or bake the excess separately β€” overfilling past two-thirds is how batter goes over the rim and onto the oven floor.

How long? The same batter sits deeper in the new pan, so the centre takes longer to set β€” expect roughly 58% more time, and check with a skewer rather than trusting the colour of the top. Drop the oven by 25Β°F (about 15Β°C) as well β€” a deeper batter at the recipe's stated temperature sets its crust before the centre is done.

Footprint changes from 117.0 to 63.6 square inches. Capacity figures assume batter filled to two-thirds of the pan's wall height, which is the standard published guidance and leaves the headroom a rising cake needs. The time figure is a starting point for checking, not a bake time β€” a skewer in the centre is the only real doneness test.

Pan swaps, oven temperatures, ingredient weights β€” one email a month, all of it printable.

A recipe written for a 9-inch round cake pan doesn't automatically work in an 8Γ—8 square pan just because both sound like a normal size. Two different questions are hiding in the swap, and most conversion charts answer only one of them: will the batter fit, and how long does it now need in the oven? Those have different answers because they depend on different things β€” capacity for the first, batter depth for the second.

This tool compares any two pans β€” round, square, rectangular, loaf, or bundt β€” by the volume they actually hold, then reports both answers separately: the factor to scale the recipe by if you want the same depth, and the bake-time change if you simply pour what you have into the pan you own.

It's built for the situation everyone is actually in: a recipe calling for a pan that isn't in the cupboard, and a decision to make in the next two minutes about whether to scale the recipe, split it, or just bake it and start checking earlier.

How the Pan Size Converter works

Capacity comes first. The footprint is Ο€ Γ— radiusΒ² for a round pan, sideΒ² for a square, length Γ— width for a rectangle or loaf tin, and for a bundt or tube pan the footprint is reduced by a quarter to account for the centre tube and fluting β€” the reason a 10-inch bundt doesn't hold what its diameter suggests. That footprint is multiplied by the pan's wall height and then by two-thirds, because batter needs headroom to rise and a pan filled to the rim is a pan that overflows onto the oven floor. The result is converted to US cups, which is a number you can sanity-check against a measuring jug.

The scale factor is then the ratio of those two capacities. If your pan holds 8 cups and the recipe's pan holds 12, scaling to 0.67Γ— fills yours to the same depth the recipe author intended, which is the depth their bake time was written for.

Bake time is a separate calculation, and it is deliberately not driven by footprint. What sets how long a bake takes is how far the centre sits from the outside β€” the DEPTH of the batter β€” because that's the distance heat has to travel. Pour a 9-inch round's batter into a 9Γ—13 and it spreads to roughly half the depth, so it sets considerably faster. The relationship is sub-linear rather than proportional (top and bottom surfaces don't move apart in step with the footprint), so the tool applies a 0.75 exponent to the depth change, which is a curve fit to the standard published rule of thumb rather than a law of physics.

Temperature is the last adjustment and only fires in one direction. If the batter ends up more than about 25% deeper than the recipe intended, the tool suggests dropping the oven 25Β°F β€” a deeper batter at the stated temperature sets its crust and browns its top well before the centre is done. A shallower batter needs no temperature change, just an earlier check.

Worked example: the recipe says 9Γ—13 and you own one 9-inch round

A 9Γ—13 pan with 2-inch walls holds about 10.8 cups of batter at a two-thirds fill; a 9-inch round with the same wall height holds about 5.9. Your pan takes a little over half of what the recipe's does, so the tool returns a scale factor of 0.54 and says plainly that the full recipe does not fit β€” pouring it in anyway is how batter ends up on the oven floor. Scale the ingredients to 0.54Γ— with the Recipe Scaler, or bake the remainder as a few cupcakes. If you did pour the lot in, the batter would sit nearly twice as deep as intended, which is why the tool also asks you to drop the oven 25Β°F and expect around 58% more time.

Run it the other way and the second answer becomes the interesting one. You have the 9Γ—13 and the recipe was written for the 9-inch round: the batter fits easily, but it spreads across nearly twice the footprint and sits at just over half the depth. The tool reports no scaling needed and roughly 37% off the bake time, with no temperature change β€” the failure mode here isn't overflow, it's walking away for the full stated time and coming back to something dry. An 8-inch square against a 9-inch round is the opposite case and the reassuring one: 5.9 cups against 5.9, near enough identical that the tool tells you bake time is effectively unchanged. That is why that particular swap is the one bakers already make without thinking, and it is a useful check that the model is not inventing differences.

Edge cases this tool handles correctly

Pans of the same footprint but different heights
Two 9-inch rounds with 2-inch and 3-inch walls have identical footprints and very different capacities, which is exactly the case a footprint-only chart gets wrong. Because this tool asks for wall height, it separates them β€” but note that if you don't fill the taller pan any deeper, the bake time doesn't change; only the amount you can fit does.
Bundt and tube pans
The centre tube is why a bundt pan bakes faster than its size suggests β€” it puts an extra heated surface in the middle of the batter, so the deepest point is much closer to a wall than in a solid pan. The tool discounts the footprint by 25% for capacity, but treat its time estimate as conservative for bundts: start checking earlier than it suggests.
The two-thirds fill assumption
Every capacity figure here assumes batter filled to two-thirds of the wall height, the standard published guidance for a rising cake. A dense batter that barely rises β€” a brownie, a cheesecake β€” can go fuller, so the tool will tell you a pan is too small when in practice it would have coped. The figures shown in cups let you make that call yourself rather than hiding the assumption.
Timing is a checking point, not a bake time
The percentage is where to start testing, not when to take it out. A skewer in the centre is the only real doneness test, and no geometry model substitutes for it β€” ovens vary by more than these adjustments do.

Frequently asked questions

Why compare by volume rather than by area?

Because "will it fit" is a volume question. Two pans with the same footprint and different wall heights hold very different amounts, and a footprint-only comparison silently treats them as identical β€” which is precisely when a batter goes over the rim.

Why does a bigger pan mean LESS time, not more?

The intuition that a bigger pan needs longer is backwards for the same quantity of batter. A wider pan spreads the batter thinner, and a thinner layer sets faster because heat has less distance to travel to the centre. It's depth that sets bake time, and a wider pan reduces it.

Is the bake-time percentage exact?

No, and it's not presented as one. It's a curve fit to a published rule of thumb, so it gets the direction and rough magnitude right and cannot account for your specific oven, your batter's density, or how well your pan conducts heat. Use it to decide when to start checking.

Does this work for brownies, cornbread, and casseroles?

Yes β€” capacity and depth behave the same way regardless of what the batter is. The only caveat is the two-thirds fill assumption, which is generous for anything that doesn't rise much; a brownie batter can safely go fuller than the tool assumes.

Can I send someone a specific pan comparison?

Yes. Both pans' shapes and dimensions are held in the address bar, so the "copy link" button gives you a URL that reopens the exact comparison you're looking at.

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