# Is there a height limit to the 'inflatable dancer'?

From the Bernoulli equation

$$\frac{p}{\rho} + \frac{v^2}{2} + gh = \mathrm{const.}$$

along streamlines, it seems that there should be an ultimate limit to the height of an 'inflatable dancer' when fully inflated. What is it?

• What means "fully inflated"? Surely you could make it arbitrarily stiff by putting in more pressure. – Mike Dunlavey Jan 20 at 1:47
• assuming one is using flexible material that exists today, which has some max pressure p_max – jeremy_rutman Jan 22 at 7:17