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test: new calibration method for leap
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@ -208,7 +208,6 @@ class LEAP_C(object):
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x3, y3 = pre_landmark[4]
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x3, y3 = pre_landmark[4]
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x4, y4 = pre_landmark[2]
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x4, y4 = pre_landmark[2]
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euclidean_dist_open = math.sqrt((x2 - x1) ** 2 + (y2 - y1) ** 2)
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# d = area / euclidean_dist_width
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# d = area / euclidean_dist_width
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# print(area)
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# print(area)
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@ -216,9 +215,12 @@ class LEAP_C(object):
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distance = math.dist(pre_landmark[1], pre_landmark[3])
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distance = math.dist(pre_landmark[1], pre_landmark[3])
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# d = distance / eyesize_dist
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# d = distance / eyesize_dist
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d = math.dist(pre_landmark[1], pre_landmark[3])
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d1 = math.dist(pre_landmark[1], pre_landmark[3])
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# d2 = math.dist(pre_landmark[2], pre_landmark[4])
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# d = d + d2
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d2 = math.dist(pre_landmark[2], pre_landmark[4])
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d = (d1 + d2) / 2
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# by averaging both sets we can get less error? i think part of why 1 eye is better than the other is because we only considered one offset points.
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# considering both should smooth things out between eyes
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try:
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try:
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if d >= np.percentile(
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if d >= np.percentile(
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@ -253,16 +255,16 @@ class LEAP_C(object):
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per = 1 - per
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per = 1 - per
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per = min(per, 1.0)
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per = min(per, 1.0)
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print(
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# print(
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" open distance",
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# " open distance",
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normal_open,
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# normal_open,
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"current ",
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# "current ",
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d,
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# d,
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"calibrated: ",
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# "calibrated: ",
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per,
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# per,
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"old calib",
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# "old calib",
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oldper,
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# oldper,
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)
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# )
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except:
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except:
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per = 0.8
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per = 0.8
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@ -271,7 +273,6 @@ class LEAP_C(object):
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# print(d, per)
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# print(d, per)
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x = pre_landmark[6][0]
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x = pre_landmark[6][0]
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y = pre_landmark[6][1]
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y = pre_landmark[6][1]
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frame = cv2.cvtColor(img, cv2.COLOR_RGB2GRAY)
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# per = d - 0.1
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# per = d - 0.1
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self.last_lid = per
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self.last_lid = per
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