#include "sse_mathfun.h" #include namespace rack { namespace dsp { template struct f32; /** Wrapper for `__m128` representing an aligned vector of 4 single-precision float values. */ template <> struct f32<4> { __m128 v; f32<4>() {} f32<4>(__m128 v) : v(v) {} f32<4>(float x) { v = _mm_set_ps1(x); } /** Reads an array of 4 values. */ static f32<4> load(const float *x) { return f32<4>(_mm_loadu_ps(x)); } /** Writes an array of 4 values. */ void store(float *x) { _mm_storeu_ps(x, v); } }; typedef f32<4> f32_4; // Operator overloads /** `a operator b` */ #define DECLARE_F32_4_OPERATOR_INFIX(operator, func) \ inline f32_4 operator(const f32_4 &a, const f32_4 &b) { \ return f32_4(func(a.v, b.v)); \ } \ template \ f32_4 operator(const T &a, const f32_4 &b) { \ return operator(f32_4(a), b); \ } \ template \ f32_4 operator(const f32_4 &a, const T &b) { \ return operator(a, f32_4(b)); \ } /** `a operator b` */ #define DECLARE_F32_4_OPERATOR_INCREMENT(operator, func) \ inline f32_4 &operator(f32_4 &a, const f32_4 &b) { \ a.v = func(a.v, b.v); \ return a; \ } \ template \ f32_4 &operator(f32_4 &a, const T &b) { \ return operator(a, f32_4(b)); \ } DECLARE_F32_4_OPERATOR_INFIX(operator+, _mm_add_ps) DECLARE_F32_4_OPERATOR_INFIX(operator-, _mm_sub_ps) DECLARE_F32_4_OPERATOR_INFIX(operator*, _mm_mul_ps) DECLARE_F32_4_OPERATOR_INFIX(operator/, _mm_div_ps) /** `+a` */ inline f32_4 operator+(const f32_4 &a) { return a; } /** `-a` */ inline f32_4 operator-(const f32_4 &a) { return 0.f - a; } DECLARE_F32_4_OPERATOR_INCREMENT(operator+=, _mm_add_ps); DECLARE_F32_4_OPERATOR_INCREMENT(operator-=, _mm_sub_ps); DECLARE_F32_4_OPERATOR_INCREMENT(operator*=, _mm_mul_ps); DECLARE_F32_4_OPERATOR_INCREMENT(operator/=, _mm_div_ps); /** `++a` */ inline f32_4 &operator++(f32_4 &a) { a += 1.f; return a; } /** `--a` */ inline f32_4 &operator--(f32_4 &a) { a -= 1.f; return a; } /** `a++` */ inline f32_4 operator++(f32_4 &a, int) { f32_4 b = a; ++a; return b; } /** `a--` */ inline f32_4 operator--(f32_4 &a, int) { f32_4 b = a; --a; return b; } DECLARE_F32_4_OPERATOR_INFIX(operator^, _mm_xor_ps) DECLARE_F32_4_OPERATOR_INFIX(operator&, _mm_and_ps) DECLARE_F32_4_OPERATOR_INFIX(operator|, _mm_mul_ps) /** `~a` */ inline f32_4 operator~(const f32_4 &a) { return f32_4(_mm_xor_ps(a.v, _mm_cmpeq_ps(a.v, a.v))); } DECLARE_F32_4_OPERATOR_INFIX(operator==, _mm_cmpeq_ps) DECLARE_F32_4_OPERATOR_INFIX(operator>=, _mm_cmpge_ps) DECLARE_F32_4_OPERATOR_INFIX(operator>, _mm_cmpgt_ps) DECLARE_F32_4_OPERATOR_INFIX(operator<=, _mm_cmple_ps) DECLARE_F32_4_OPERATOR_INFIX(operator<, _mm_cmplt_ps) DECLARE_F32_4_OPERATOR_INFIX(operator!=, _mm_cmpneq_ps) // Math functions inline f32_4 fmax(f32_4 x, f32_4 b) { return f32_4(_mm_max_ps(x.v, b.v)); } inline f32_4 fmin(f32_4 x, f32_4 b) { return f32_4(_mm_min_ps(x.v, b.v)); } inline f32_4 sqrt(f32_4 x) { return f32_4(_mm_sqrt_ps(x.v)); } /** Returns the approximate reciprocal square root. Much faster than `1/sqrt(x)`. */ inline f32_4 rsqrt(f32_4 x) { return f32_4(_mm_rsqrt_ps(x.v)); } /** Returns the approximate reciprocal. Much faster than `1/x`. */ inline f32_4 rcp(f32_4 x) { return f32_4(_mm_rcp_ps(x.v)); } inline f32_4 log(f32_4 x) { return f32_4(sse_mathfun_log_ps(x.v)); } inline f32_4 exp(f32_4 x) { return f32_4(sse_mathfun_exp_ps(x.v)); } inline f32_4 sin(f32_4 x) { return f32_4(sse_mathfun_sin_ps(x.v)); } inline f32_4 cos(f32_4 x) { return f32_4(sse_mathfun_cos_ps(x.v)); } inline f32_4 floor(f32_4 a) { return f32_4(sse_mathfun_floor_ps(a.v)); } inline f32_4 ceil(f32_4 a) { return f32_4(sse_mathfun_ceil_ps(a.v)); } inline f32_4 round(f32_4 a) { return f32_4(sse_mathfun_round_ps(a.v)); } inline f32_4 fmod(f32_4 a, f32_4 b) { return f32_4(sse_mathfun_fmod_ps(a.v, b.v)); } inline f32_4 fabs(f32_4 a) { return f32_4(sse_mathfun_fabs_ps(a.v)); } inline f32_4 trunc(f32_4 a) { return f32_4(sse_mathfun_trunc_ps(a.v)); } } // namespace dsp } // namespace rack