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// Vectorise using IBM's Altivec VSX (Power)
// Use the type vector double directly, without introducing a wrapper class
// Use macros instead of inline functions
#include <altivec.h>
#define vec8_architecture "VSX"
// Vector type corresponding to CCTK_REAL
#define CCTK_REAL8_VEC vector double
// Number of vector elements in a CCTK_REAL_VEC
#define CCTK_REAL8_VEC_SIZE 2
// Create vectors, extract vector elements
#define vec8_set1(a) (vec_splats(a))
#define vec8_set(a,b) \
({ \
CCTK_REAL8_VEC x; \
x[0]=(a); \
x[1]=(b); \
x; \
})
#define vec8_elt0(x) ((x)[0])
#define vec8_elt1(x) ((x)[1])
#define vec8_elt(x,d) ((x)[d])
// Load and store vectors
// Load a vector from memory (aligned and unaligned); this loads from
// a reference to a scalar
#define vec8_load(p) (*(CCTK_REAL8_VEC const*)&(p))
#define vec8_loadu(p) (*(CCTK_REAL8_VEC const*)&(p))
// Load a vector from memory that may or may not be aligned, as
// decided by the offset and the vector size
#define vec8_loadu_maybe(off,p) (vec8_loadu(p))
#define vec8_loadu_maybe3(off1,off2,off3,p) (vec8_loadu(p))
// Store a vector to memory (aligned and non-temporal); this stores to
// a reference to a scalar
#define vec8_store(p,x) (*(CCTK_REAL8_VEC*)&(p)=(x))
#define vec8_storeu(p,x) (*(CCTK_REAL8_VEC*)&(p)=(x))
// stvxl instruction doesn't exist for double precision
#define vec8_store_nta(p,x) vec8_store(p,x)
// Store a lower or higher partial vector (aligned and non-temporal);
// the non-temporal hint is probably ignored
#define vec8_store_nta_partial_lo(p,x,n) ((&(p))[0]=(x)[0])
#define vec8_store_nta_partial_hi(p,x,n) ((&(p))[1]=(x)[1])
#define vec8_store_nta_partial_mid(p,x,nlo,nhi) (assert(0))
// Functions and operators
// Operators
#define k8neg(x) (-(x))
#define k8add(x,y) ((x)+(y))
#define k8sub(x,y) ((x)-(y))
#define k8mul(x,y) ((x)*(y))
#define k8div(x,y) ((x)/(y))
// Fused multiply-add, defined as [+-]x*y[+-]z
#define k8madd(x,y,z) (vec_madd(x,y,z))
#define k8msub(x,y,z) (vec_msub(x,y,z))
#define k8nmadd(x,y,z) (vec_nmadd(x,y,z))
#define k8nmsub(x,y,z) (vec_nmsub(x,y,z))
// Cheap functions
#define k8fabs(x) (vec_abs(x))
#define k8fmax(x,y) (vec_max(x,y))
#define k8fmin(x,y) (vec_min(x,y))
#define k8fnabs(x) (vec_nabs(x))
// Expensive functions
#define K8REPL(f,x_) \
({ \
CCTK_REAL8_VEC const x__=(x_); \
CCTK_REAL8_VEC const x=x__; \
vec8_set(f(vec8_elt0(x)), \
f(vec8_elt1(x))); \
})
#define K8REPL2S(f,x_,a_) \
({ \
CCTK_REAL8_VEC const x__=(x_); \
CCTK_REAL8 const a__=(a_); \
CCTK_REAL8_VEC const x=x__; \
CCTK_REAL8 const a=a__; \
vec8_set(f(vec8_elt0(x),a), \
f(vec8_elt1(x),a)); \
})
#define K8REPL2(f,x_,y_) \
({ \
CCTK_REAL8_VEC const x__=(x_); \
CCTK_REAL8_VEC const y__=(y_); \
CCTK_REAL8_VEC const x=x__; \
CCTK_REAL8_VEC const y=y__; \
vec8_set(f(vec8_elt0(x),vec8_elt0(y)), \
f(vec8_elt1(x),vec8_elt1(y))); \
})
#define k8acos(x) K8REPL(acos,x)
#define k8acosh(x) K8REPL(acosh,x)
#define k8asin(x) K8REPL(asin,x)
#define k8asinh(x) K8REPL(asinh,x)
#define k8atan(x) K8REPL(atan,x)
#define k8atan2(x,y) K8REPL2(atan2,x,y)
#define k8atanh(x) K8REPL(atanh,x)
#define k8cos(x) K8REPL(cos,x)
#define k8cosh(x) K8REPL(cosh,x)
#define k8exp(x) K8REPL(exp,x)
#define k8log(x) K8REPL(log,x)
#define k8pow(x,a) K8REPL2S(pow,x,a)
#define k8sin(x) K8REPL(sin,x)
#define k8sinh(x) K8REPL(sinh,x)
#define k8tan(x) K8REPL(tan,x)
#define k8tanh(x) K8REPL(tanh,x)
#define k8ifmsb(x,y,z) \
(vec_sel((z), (y), vec_sra(vec_convert((x), &(vector long long*)0), 63)))
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