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Started By
Message
Request: Post a Pic That Shows How Big You Jambalaya Pot Is.
Posted on 9/14/23 at 8:26 am
Posted on 9/14/23 at 8:26 am
I want to have a series of photos of various sized pots in use cooking jambalaya, with a person in the shot for scale. All sizes wanted from 2 quarts to 50 gallons or more.
Post the capacity with your shot.
Thank you.
Post the capacity with your shot.
Thank you.
Posted on 9/14/23 at 8:46 am to Stadium Rat
Just one of our smaller family gatherings so we used the smaller pot for this one.
Posted on 9/14/23 at 9:23 am to RockyMtnTigerWDE
Know what the capacity is of this one?
Posted on 9/14/23 at 9:35 am to Stadium Rat
quote:
Know what the capacity is of this one?
Tree fiddy
Posted on 9/14/23 at 9:38 am to Dtiger19
You joke, but that legitimately looks like 350 gal may be accurate haha.
ETA - or maybe you don't joke and actually know
ETA - or maybe you don't joke and actually know
This post was edited on 9/14/23 at 9:43 am
Posted on 9/14/23 at 10:39 am to Stadium Rat
Bought it as a thirty. The second picture is the finished benefit jambalaya with around 110 to 120 lbs of meat and 50 lbs of rice.
Posted on 9/14/23 at 10:59 am to Stadium Rat
I use this 500 gal baby when cooking in Texas.
Sorry, the Debel made me do it. This is Tigerdroppings after all.
For those who are unhappy, along time ago, we made 250 of these for a Campbells soup factory. They were installed in one factory, to support the canning lines.
Sorry, the Debel made me do it. This is Tigerdroppings after all.
For those who are unhappy, along time ago, we made 250 of these for a Campbells soup factory. They were installed in one factory, to support the canning lines.
This post was edited on 9/14/23 at 11:22 am
Posted on 9/14/23 at 11:13 am to Stadium Rat
Here is a guess
It is hard to tell if that is a true hemisphere, because the bottom is in the shade, but, if it is:
Volume of a hemisphere (it has been a long time since I made these calculations, so someone check my math)
V=(4/3 pie X r cubed)/2
I am going to assume a 6 feet diameter hemisphere (= r of 3 ft)
(4/3 X 3.14 X 3)/2
(4/3 X 9.42 X 3)/2
(4/3 X 28.26)/2
(37.68)/2 = 18.84 cubic ft
1 Cu ft = 7.48 gallons
7.48 X 18.84 = 140 gallons
someone check this and my reasoning behind it.
It is hard to tell if that is a true hemisphere, because the bottom is in the shade, but, if it is:
Volume of a hemisphere (it has been a long time since I made these calculations, so someone check my math)
V=(4/3 pie X r cubed)/2
I am going to assume a 6 feet diameter hemisphere (= r of 3 ft)
(4/3 X 3.14 X 3)/2
(4/3 X 9.42 X 3)/2
(4/3 X 28.26)/2
(37.68)/2 = 18.84 cubic ft
1 Cu ft = 7.48 gallons
7.48 X 18.84 = 140 gallons
someone check this and my reasoning behind it.
This post was edited on 9/14/23 at 11:19 am
Posted on 9/14/23 at 11:28 am to MeridianDog
Your math is incorrect.
You forgot the ^3
Volume is 4/3*pi*r^3
You cube the radius, first. Then multiply everything.
Using your dimensions, that comes to just under 400 gal. Likely much closer to correct than 140 gallons.
You forgot the ^3
Volume is 4/3*pi*r^3
You cube the radius, first. Then multiply everything.
Using your dimensions, that comes to just under 400 gal. Likely much closer to correct than 140 gallons.
Posted on 9/14/23 at 11:30 am to Stadium Rat
That pic is all over the net.
Posted on 9/14/23 at 11:33 am to MeridianDog
MD, why are you using the 4/3 term? Formula I found uses 2/3.
Posted on 9/14/23 at 11:34 am to Fe_Mike
400 gallons.
Thanks.
Regarding the 400 gallons, that will be wrong. Having seen hundreds and hundreds of Groen over the years, that one is much more likely to be closer to 150 than 400 gallons.
Thanks.
Regarding the 400 gallons, that will be wrong. Having seen hundreds and hundreds of Groen over the years, that one is much more likely to be closer to 150 than 400 gallons.
Posted on 9/14/23 at 11:36 am to Stadium Rat
4/3rds is a sphere. A hemisphere is a sphere halved, thus the /2 at the end.
Posted on 9/14/23 at 12:19 pm to MeridianDog
quote:OK, got it.
4/3rds is a sphere. A hemisphere is a sphere halved, thus the /2 at the end.
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