/// Recover a cartesian operation with zero translation, assuming that
/// the the operator is expressed in units of the given lattice.
///
/// To construct one with a cartesian translation, follow up with `.then_translate()`.
/// To construct one with a fractional translation, use `.to_cart_op_with_frac_trans()`.
///
/// This conversion requires the same primitive lattice that was used to compute this
/// symmetry operator.
Recover a cartesian operation with zero translation, assuming that
the the operator is expressed in units of the given lattice.

To construct one with a cartesian translation, follow up with `.then_translate()`.
To construct one with a fractional translation, use `.to_cart_op_with_frac_trans()`.

This conversion requires the same primitive lattice that was used to compute this
symmetry operator.
Recover a cartesian operation with zero translation assuming that the the operator is expressed in units of the given lattice . To construct one with a cartesian translation follow up with ` . then_translate () ` . To construct one with a fractional translation use ` . to_cart_op_with_frac_trans () ` . This conversion requires the same primitive lattice that was used to compute this symmetry operator .
pub fn to_cart_op(&self, lattice: &Lattice) -> CartOp
    { CartOp {
        rot_t: self.cart_t(lattice),
        trans: V3::zero(),
    }}
pub fn to_cart_op ( & self , lattice : & Lattice ) -> CartOp { CartOp { rot_t : self . cart_t ( lattice ) , trans : V3 :: zero ( ) , } }
Recover a cartesian operation with zero translation, assuming that
the the operator is expressed in units of the given lattice.
Recover a cartesian operation with zero translation assuming that the the operator is expressed in units of the given lattice .
&self
lattice
&Lattice