Corrected signed/unsigned inconsistencies in LogicDataSnapshot

[pulseview.git] / pv / logicdatasnapshot.cpp

diff --git a/pv/logicdatasnapshot.cpp b/pv/logicdatasnapshot.cpp
index 2b3e8cae7c06b4e8c3e125a941d2d2cb865c5f4c..b78047d761ca29c351c1300230aa94553cf5434b 100644 (file)
--- a/pv/logicdatasnapshot.cpp
+++ b/pv/logicdatasnapshot.cpp
@@ -121,7 +121,7 @@ void LogicDataSnapshot::append_payload_to_mipmap()
        }
 
        // Compute higher level mipmaps
-       for(int level = 1; level < ScaleStepCount; level++)
+       for(unsigned int level = 1; level < ScaleStepCount; level++)
        {
                MipMapLevel &m = _mip_map[level];
                const MipMapLevel &ml = _mip_map[level-1];
@@ -169,11 +169,11 @@ uint64_t LogicDataSnapshot::get_sample(uint64_t index) const
 
 void LogicDataSnapshot::get_subsampled_edges(
        std::vector<EdgePair> &edges,
-       int64_t start, int64_t end,
+       uint64_t start, uint64_t end,
        float min_length, int sig_index)
 {
-       int64_t index = start;
-       int level;
+       uint64_t index = start;
+       unsigned int level;
        bool last_sample;
        bool fast_forward;
 
@@ -184,8 +184,8 @@ void LogicDataSnapshot::get_subsampled_edges(
        assert(sig_index >= 0);
        assert(sig_index < SR_MAX_NUM_PROBES);
 
-       const int64_t block_length = (int64_t)max(min_length, 1.0f);
-       const int min_level = max((int)floorf(logf(min_length) /
+       const uint64_t block_length = (uint64_t)max(min_length, 1.0f);
+       const unsigned int min_level = max((int)floorf(logf(min_length) /
                LogMipMapScaleFactor) - 1, 0);
        const uint64_t sig_mask = 1ULL << sig_index;
 
@@ -350,10 +350,10 @@ uint64_t LogicDataSnapshot::get_subsample(int level, uint64_t offset) const
                _unit_size * offset);
 }
 
-int64_t LogicDataSnapshot::pow2_ceil(int64_t x, unsigned int power)
+uint64_t LogicDataSnapshot::pow2_ceil(uint64_t x, unsigned int power)
 {
-       const int64_t p = 1 << power;
-       return ((x < 0) ? x : (x + p - 1)) / p * p;
+       const uint64_t p = 1 << power;
+       return (x + p - 1) / p * p;
 }
 
 } // namespace pv