I was under the impression it was forthe woman’s benefit, that it is easier for a cut to heal than a tear. Is that not the case? Is the risk of tearing overblown?
I think you actually have that backward. In general, a jagged tear heals quicker than an incision because there is more surface area in contact between the two pieces, so a larger number of cells can be working to repair the tissue. That said, I’m not a doctor and it’s been 10 years since my wife and I looked into this before our first kid, so I may be misremembering.
These days, an epesiotomy is done to direct the tear. If the tear is allowed to happen spontaneously, it can go through nerves, arteries, and pelvic floor muscles, greatly increasing the chances of permanent problems with things like prolapses or fistulas at worst, and more commonly, long term problems with incontinence.
Nope, you got it right: my wife had to c-sections and afaik they cut just enough tissue to make possible to tear it apart. It healed very well.
Glad your wife healed well; my wife had three c-sections and the first one was done by a very old-school OB in an emergency situation, so she never stood a chance. That said, even old-school c-sections are better than my wife and son dying in childbirth, so I’m still grateful for modern medicine, but it would have been nice if it was a little more “modern”
It’s not about the surface area, a tear heals without creating a straight line of inflexible scar tissue in flexible tissue. You recover faster and better, because you distribute the new connections throughout the tissue, you don’t have this one rigid perforation to tear, so you don’t have to be healed up all the way before you can get back on your feet
In general, it’s the opposite though - a sharp cut heals much faster than a rip, there’s far less damage to repair
Thanks for the explanation!
You recover faster and better, because you distribute the new connections throughout the tissue, you don’t have this one rigid perforation to tear, so you don’t have to be healed up all the way before you can get back on your feet
Isn’t this a function of the surface area, though?
