The following is an excerpt from The Rust Programming Language chapter on ownership:
Now consider the following code fragment:
let v = vec![1, 2, 3]; let mut v2 = v;The first line allocates memory for the vector object
von the stack like it does forxabove. But in addition to that it also allocates some memory on the heap for the actual data ([1, 2, 3]). Rust copies the address of this heap allocation to an internal pointer, which is part of the vector object placed on the stack (let's call it the data pointer).It is worth pointing out (even at the risk of stating the obvious) that the vector object and its data live in separate memory regions instead of being a single contiguous memory allocation (due to reasons we will not go into at this point of time). These two parts of the vector (the one on the stack and one on the heap) must agree with each other at all times with regards to things like the length, capacity, etc.
When we move
vtov2, Rust actually does a bitwise copy of the vector objectvinto the stack allocation represented byv2. This shallow copy does not create a copy of the heap allocation containing the actual data. Which means that there would be two pointers to the contents of the vector both pointing to the same memory allocation on the heap. It would violate Rust’s safety guarantees by introducing a data race if one could access bothvandv2at the same time.For example if we truncated the vector to just two elements through
v2:v2.truncate(2);and
vwere still accessible we'd end up with an invalid vector sincevwould not know that the heap data has been truncated. Now, the part of the vectorvon the stack does not agree with the corresponding part on the heap.vstill thinks there are three elements in the vector and will happily let us access the non existent elementv[2]but as you might already know this is a recipe for disaster. Especially because it might lead to a segmentation fault or worse allow an unauthorized user to read from memory to which they don't have access.
After truncating the vector using v2, the truncated values are updated on the heap memory. v1 still sees the heap memory and after truncation, it sees the new values. So why does the book say
and
vwere still accessible we'd end up with an invalid vector sincevwould not know that the heap data has been truncated