Model Measurements - How's this work?

AnnaLeah Rose

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(I apologize in advance if this is in the wrong section; I just posted it here because it pertained to modelling, and was the best place I could think of.)

Okay, so when taking bust-hip-waist measurements, I don't know whether "hip" refers to around the actual hip bone above the bum, or if it's the measurement around the absolute largest part of your lower body (bum/pelvis area). I tried to look online, but I found totally different charts:

http://data:image/jpeg;base64,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


So does the fashion industry measure around the bone or the bum?

Also, is the waist measurement referring to the smallest indentation part of your torso (assuming you're a skinny, not someone whose smallest area is right under the breast or something), or over the belly button? I find this information to have conflicting answers online, too...
 

Pharzuph

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Waist: Smallest possible part of your waist, regardless of where that is, I assume it depends on body type?

Hips: Absolutely biggest part of "hips" including butt and everything. I've even had bookers drag the measuring tape downwards towards middle of my thighs until it's barely hanging on, just to get the biggest possible result. Most people try to keep it somewhat horizontal though. And no, this is not because I'm too skinny and they want me to get usable hip measurements (they've done this and then told me to lose because of the result) I'm assuming it's because they want to be able to be on the safest side possible and possibly also because the skinnier you look the better, but you still appear to have "healthy/average model" measuements (correct me if I'm wrong on this).

I've only pointed it out once to a booker, because I gave my measurements before arrival and I measured horizontally on the biggest part of my hips/butt, while on arrival she also dragged it loosely downwards to include top of my legs, and got almost 2cm more. Her reply was simply "we measure the biggest we possibly can :)"
 
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Pharzuph

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Never in my life have I experienced someone taking hip measuements like illustrated in that picture though, around the hip bones. It's supposed to be the biggest part so that you know for sure if you'll fit certain clothes or not, so your measurements ABOVE your butt are completely irrelevant.
 
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sabine

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I think maybe the first image is more for dressmaking than modelling? Like when a tailor needs your upper hip measurements to make trousers to fit?
 

pterodactyl

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Yeah, that would make sense...I've definitely used the UPPER hip measurement as well as full lower hip measurement when I sent a dress to be custom made...also that is still a helpful measurement to take for tracking one's OWN weight loss/measurement changes even if not used in the industry for the LARGEST measurement.