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#ifndef AWS_COMMON_CLOCK_INL #define AWS_COMMON_CLOCK_INL /** * Copyright Amazon.com, Inc. or its affiliates. All Rights Reserved. * SPDX-License-Identifier: Apache-2.0. */ #include #include #include AWS_EXTERN_C_BEGIN /** * Converts 'timestamp' from unit 'convert_from' to unit 'convert_to', if the units are the same then 'timestamp' is * returned. If 'remainder' is NOT NULL, it will be set to the remainder if convert_from is a more precise unit than * convert_to (but only if the old frequency is a multiple of the new one). If conversion would lead to integer * overflow, the timestamp returned will be the highest possible time that is representable, i.e. UINT64_MAX. */ AWS_STATIC_IMPL uint64_t aws_timestamp_convert_u64(uint64_t ticks, uint64_t old_frequency, uint64_t new_frequency, uint64_t *remainder) { AWS_FATAL_ASSERT(old_frequency > 0 && new_frequency > 0); /* * The remainder, as defined in the contract of the original version of this function, only makes mathematical * sense when the old frequency is a positive multiple of the new frequency. The new convert function needs to be * backwards compatible with the old version's remainder while being a lot more accurate with its conversions * in order to handle extreme edge cases of large numbers. */ if (remainder != NULL) { *remainder = 0; /* only calculate remainder when going from a higher to lower frequency */ if (new_frequency < old_frequency) { uint64_t frequency_remainder = old_frequency % new_frequency; /* only calculate remainder when the old frequency is evenly divisible by the new one */ if (frequency_remainder == 0) { uint64_t frequency_ratio = old_frequency / new_frequency; *remainder = ticks % frequency_ratio; } } } /* * Now do the actual conversion. */ uint64_t old_seconds_elapsed = ticks / old_frequency; uint64_t old_remainder = ticks - old_seconds_elapsed * old_frequency; uint64_t new_ticks_whole_part = aws_mul_u64_saturating(old_seconds_elapsed, new_frequency); /* * This could be done in one of three ways: * * (1) (old_remainder / old_frequency) * new_frequency - this would be completely wrong since we know that * (old_remainder / old_frequency) < 1 = 0 * * (2) old_remainder * (new_frequency / old_frequency) - this only gives a good solution when new_frequency is * a multiple of old_frequency * * (3) (old_remainder * new_frequency) / old_frequency - this is how we do it below, the primary concern is if * the initial multiplication can overflow. For that to be the case, we would need to be using old and new * frequencies in the billions. This does not appear to be the case in any current machine's hardware counters. * * Ignoring arbitrary frequencies, even a nanosecond to nanosecond conversion would not overflow either. * * If this did become an issue, we would potentially need to use intrinsics/platform support for 128 bit math. * * For review consideration: * (1) should we special case frequencies being a multiple of the other? * (2) should we special case frequencies being the same? A ns-to-ns conversion does the full math and * approaches overflow (but cannot actually do so). */ uint64_t new_ticks_remainder_part = aws_mul_u64_saturating(old_remainder, new_frequency) / old_frequency; return aws_add_u64_saturating(new_ticks_whole_part, new_ticks_remainder_part); } AWS_STATIC_IMPL uint64_t aws_timestamp_convert( uint64_t timestamp, enum aws_timestamp_unit convert_from, enum aws_timestamp_unit convert_to, uint64_t *remainder) { return aws_timestamp_convert_u64(timestamp, convert_from, convert_to, remainder); } AWS_EXTERN_C_END #endif /* AWS_COMMON_CLOCK_INL */