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author | Claudio Bantaloukas <claudio.bantaloukas@arm.com> | 2024-06-10 13:18:52 +0000 |
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committer | Richard Earnshaw <rearnsha@arm.com> | 2024-06-28 14:52:30 +0100 |
commit | 032eb4f71898d77f10c44f115f26e9a0680d3906 (patch) | |
tree | e08e6088f704aef2f867a5f78a9f28af90f3bcda /include | |
parent | d5a0c0a308cacb5ce928c20cbee1ef85f917824e (diff) | |
download | gdb-032eb4f71898d77f10c44f115f26e9a0680d3906.zip gdb-032eb4f71898d77f10c44f115f26e9a0680d3906.tar.gz gdb-032eb4f71898d77f10c44f115f26e9a0680d3906.tar.bz2 |
aarch64: Add support for Armv9.5-A architecture
The new -march=armv9.5-a flag enables access to the
mandatory cpa, lut and faminmax extensions.
Existing test cases for features are extended to verify they
work without additional flags.
Diffstat (limited to 'include')
-rw-r--r-- | include/opcode/aarch64.h | 8 |
1 files changed, 8 insertions, 0 deletions
diff --git a/include/opcode/aarch64.h b/include/opcode/aarch64.h index 61758c9..9daa911 100644 --- a/include/opcode/aarch64.h +++ b/include/opcode/aarch64.h @@ -269,6 +269,8 @@ enum aarch64_feature_bit { AARCH64_FEATURE_FP8DOT2_SVE, /* +sme-f16f16 or +sme-f8f16 */ AARCH64_FEATURE_SME_F16F16_F8F16, + /* Armv9.5-A processors. */ + AARCH64_FEATURE_V9_5A, AARCH64_NUM_FEATURES }; @@ -361,6 +363,10 @@ enum aarch64_feature_bit { #define AARCH64_ARCH_V9_3A_FEATURES(X) AARCH64_ARCH_V8_8A_FEATURES (X) #define AARCH64_ARCH_V9_4A_FEATURES(X) (AARCH64_ARCH_V8_9A_FEATURES (X) \ | AARCH64_FEATBIT (X, SVE2p1)) +#define AARCH64_ARCH_V9_5A_FEATURES(X) (AARCH64_FEATBIT (X, V9_5A) \ + | AARCH64_FEATBIT (X, CPA) \ + | AARCH64_FEATBIT (X, LUT) \ + | AARCH64_FEATBIT (X, FAMINMAX)) /* Architectures are the sum of the base and extensions. */ #define AARCH64_ARCH_V8A(X) (AARCH64_FEATBIT (X, V8) \ @@ -398,6 +404,8 @@ enum aarch64_feature_bit { | AARCH64_ARCH_V9_3A_FEATURES (X)) #define AARCH64_ARCH_V9_4A(X) (AARCH64_ARCH_V9_3A (X) \ | AARCH64_ARCH_V9_4A_FEATURES (X)) +#define AARCH64_ARCH_V9_5A(X) (AARCH64_ARCH_V9_4A (X) \ + | AARCH64_ARCH_V9_5A_FEATURES (X)) #define AARCH64_ARCH_NONE(X) 0 |