Behavioral Effects of Alcohol and Cannabis:
Can Equipotencies be Established?
H.-P. Krüger and G. Berghaus
Center for Traffic Sciences, University
of Würzburg, Röntgenring 11, D-97070 Würzburg, Germany
ABSTRACT
In an extended review of the literature dealing
with low alcohol effects, Krüger et al. (1990, 1994) introduced
a new classification system for the study variables. Main
characteristics of the new system were the ability to distinguish
between automatic and control processes in performance areas
and the explicit introduction of social effects (social moods,
social behaviour). For each of the categories, hazard functions
were calculated that showed loss of efficiency (and diminished
performance) as alcohol concentration increases. Because the
same classification system was used by Berghaus (1995) in
his review of marihuana effects, it is now possible to compare
hazard functions for both alcohol and marihuana effects and
thus determine equipotential concentrations of alcohol and
marihuana for the different classes of variables.
INTRODUCTION
Alcohol and cannabis are quite different drugs,
and their pharmacological characteristics are not comparable.
Many studies have been conducted to specify and quantify cannabis
effects on different aspects of behavior. These were reviewed
by Burns & Moskowitz (1981), Chesher et al. (1984, 1986),
Moskowitz (1985), Robbe (1994), and most recently by Berghaus
(1995). The reviews show equivocally that, compared to alcohol,
cannabis leads to a different structure of behavioral effects.
Therefore, a differential comparison between both drugs is
necessary that compares effects within classes of behavior
defined as homogeneously as possible. For each behavior class,
functions of equipotency must be determined according to the
criterion, "producing the same effect on a specified
behavior". A global evaluation of substance effects,
which is needed with regard to traffic safety, follows from
integrating those different functions which must be weighted
with respect to the criterion, for example, safe driving.
METHOD
Krüger (1990, 1993) and Krüger et al. (1990)
reviewed the literature about alcohol effects. Only those
studies meeting the following criteria were included: supplied
empirical data from experiments controlled by placebo; used
observables with face validity for safe driving; supplied
information about the quantity of alcohol consumed; gave the
time-interval between drinking and testing; gave blood alcohol
concentrations during the test (by combining the last two
pieces of information). To summarize results from different
studies, it is necessary to aggregate observables into broader
classes of behavior, especially performances. Eight classes
were chosen: encoding and decoding of information, tracking,
psychomotor tasks, visual functions, reaction time, attention
tests, divided attention, and simulated or real driving tasks.
Each reviewed study included from 5 to 20 different observations
which were assigned to one of the 8 broader classes. The effect
of alcohol (actual BAC at the testing time as compared to
placebo) was characterized for each observation as +1 (better
than placebo), 0 (no difference) or -1 (worse than placebo).
When blood alcohol concentrations were not available, they
were estimated by applying the WIDMARK formula (using the
information about the consumed quantity of alcohol and the
time of testing and assuming a standard body weight of 75
kg).
In addition to this data-analysis procedure,
Krüger (1993) introduced a new technique into meta-analysis.
Each observation within a study was taken as a "voter".
If, for example, a significant deterioration in performance
was observed at a BAC level of 0.05% the voter would have
voted "no" for all smaller BAC values and "yes"
for all BAC values equal to or greater than 0.05%. Or, in
terms of survival analysis, a performance has "survived"
up to the BAC value at which a significant deterioration in
this performance was observed. Starting from this critical
BAC value, the performance is looked on as being "dead".
If, at a given BAC level, no deterioration was found, the
performance has "survived" up to this level. At
higher measurements, the performance is treated as a "missing
value" as it is not clear at which BAC value the deterioration
would have become significant.
Following this procedure, each observation
yields a survival function which now can be integrated for
(arbitrary) very small BAC classes. Comparing this integrated
function to the number of observed results, a combined survival
function is calculated. It starts at a BAC of 0% with 100%
performances surviving, indicating that at this level none
of the studies found an effect. At increasing BAC levels,
more and more effects occur, resulting in a decline of this
function. The steepness of the decline is expressed in the
so-called hazard function. The steeper the function at a given
BAC, the more likely that an additional increase in BAC will
have deterioration effects.
Exactly the same procedure of collecting,
selecting, excerpting, and analysing studies was used by Berghaus
(1995). The studies were selected using the same inclusion
and exclusion criteria, the assignment of observables to broader
performance classes was identical, and the same classification
was used to determine whether or not an effect was found.
To calculate THC blood concentration at the time of testing,
a standardized absorption and elimination curve of THC in
the blood after smoking a 1-mg dose of cannabis (Sticht &
Käferstein, 1995, in this same volume) was used (again taking
the information about consumed quantities and time between
smoking and testing). As with alcohol, survival functions
were calculated.
RESULTS
The meta-analysis of alcohol effects is based
on 197 published studies with a combined total of 1,245 single
observations. The cannabis review is based onto 60 studies
with a combined total of 1,344 reported observations. Integrating
the results for all performance classes yields the survival
functions in Figure 1. Both survival functions show:
- The higher the blood
concentration, the more often negative effects are found,
and
- Even small concentrations
of either alcohol or cannabis may have effects on performance.
Figure
1
Survival Functions for Alcohol (right side) and Cannabis
(left)

At
a given abscissa value, the function should be read as "percentage
of scientific observations which did not find significant
deterioration effects". The arrows give the median of
the functions. At a BAC value of 0.073% and at a THC value
of 11 ng/ml, half of the reported effects were significant.
Both reviews observed only a few instances
where performance under the influence of the substance was
better than placebo. In addition, for both substances the
following statements are valid:
- The same blood concentration
has more deterioration effects during the absorption rather
than the elimination phase.
- Infrequent or light users
experience greater negative effects than heavy users.
Taking
the global performance, 50% of all observed effects were negative
in cases when a BAC value of 0.073% was reached. A plasma
concentration of 11 ng/mL THC results in an equivalent deterioration.
This value will be reached approximately 1 hour after smoking
a standard cigarette containing 10 mg of cannabis. In Table
1 the global performance is split into the 8 different performance
classes. For each class, a survival function was calculated.
The concentrations of alcohol and cannabis were determined
with 50% of the observations showing a significant deterioration
effect.The rank orders of the medians are different for both
substances, showing that the effect structures of alcohol
and cannabis are quite different.
Table
1
For alcohol and cannabis, the number of observations (n)
in each performance class and the median of the survival functions
are given, sorted by the respective medians. In addition,
the rank of the medians of alcohol is given.
|
Alcohol
|
Cannabis
|
|
n
|
class
|
median %
|
rank of median
|
n
|
class
|
median ng/mL
|
rank of median alcohol
|
|
74
|
simulated / real driving
|
.064
|
1
|
73
|
tracking
|
6
|
5
|
|
57
|
en-/decoding
|
.068
|
2
|
29
|
psychomotor tasks
|
8
|
6
|
|
116
|
divided attention
|
.068
|
3
|
44
|
attention
|
9
|
8
|
|
213
|
visual
functions
|
.069
|
4
|
59
|
divided attention
|
11
|
3
|
|
88
|
tracking
|
.070
|
5
|
25
|
visual
functions
|
12
|
4
|
|
145
|
psychomotor tasks
|
.073
|
6
|
113
|
simulated /real driving
|
13
|
1
|
|
108
|
reaction time
|
.077
|
7
|
63
|
en-/decoding
|
15
|
2
|
|
122
|
attention
|
.078
|
8
|
14
|
reaction time
|
15
|
7
|
|
923
|
global
performance
|
.073
|
|
420
|
global
performance
|
11
|
|
This
is true not only for the medians but for the whole function.
Figure 2 shows the equivalence curves for the two substances.
The solid line formed by the global performance has to be
interpreted as the reference for the comparison of alcohol
and cannabis. Functions below this solid line indicate that
cannabis has a deteriorating effect on this performance at
lower concentrations as would be expected from the global
equivalence. Functions above the global curve mean that the
respective behavior is (relatively) more sensitive to alcohol
than to cannabis.
Figure
2
Equivalence Curves for Alcohol and Cannabis for Four Performance
Classes and the Global Performance

For
each performance class and each substance, the percentiles
10, 25, 50, 75, 90 of the respective survival function were
determined in terms of either BAC% or ng/mL THC. The pairs
of percentile values were plotted into the figure (points,
asterix, other symbols). These points were approximated by
a smoothed function.
INTERPRETATION
Actual driving and simulated driving are most
sensitive to alcohol, followed by En-/Decoding. Driving is
a systemic behavior for which, at a low sampling rate, different
aspects of the situation must be recognized and integrated.
The same holds true in the case of divided attention. In addition
to the necessity to detect independent stimuli simultaneously,
an appropriate reaction must be chosen. En-/Decoding is a
high level cognitive function that involves complex activation
of a series of mental processes. The sedating effect of alcohol
heavily disturbs these integrative performances, whereas simple
attentional processes (as measured by usual attention tests)
are not as affected. Psychomotor skills, especially tracking
but also simple reaction tasks, are only affected if alcohol
concentration is very high. Thus, the effect structure of
alcohol can be described as first disturbing higher cognitive
processes, especially those that require integrative performances.
Compared to those effects, the losses in psychomotor tasks
and simple attentional processes are much smaller.
In contrast, cannabis first affects all tasks
requiring psychomotor skills and continuous attention. Thus,
tracking as a fast feedback loop between continuous visual
inspection and spontaneous motor reaction to changes is very
sensitive to short-term distortions in attention. On the other
hand, integration processes and higher cognitive functions
are not as time critical as motor reactions. A short attention
lapse can be compensated for by increased activity afterwards.
Or, as in the case of the integrative task of driving, the
negative effects of these short distortions can be reduced
by lowering the difficulty - and thus the time critical aspects
- of the task. This interpretation would explain the often
reported fact that drivers under the influence of cannabis
drive at markedly decreased speeds (for example Robbe, 1994).
To summarize, a comparison of our two reviews
corroborates the results of previous reviews. In addition,
quantitative equipotency functions are given between blood
concentrations of both substances where equipotency is defined
as "equiefficacy on behavior". These functions differ
in level and structure for different classes of behavior.
Therefore, with respect to traffic safety, it is very difficult
to decide which substance is more dangerous. The different
effect structures of the substances must cause performance
failures in different traffic situations. There is evidence
that the types of accidents differ for alcohol and cannabis
(Terhune et al., 1992). Thus, determing "equivalent danger"
would imply a model of accident-prone situations. In addition,
those variabilities in the equipotency functions must lead
to differential effects with different types of drivers. A
type would be a differential structure of abilities and weaknesses.
Thus, even within the same class of behavior, the general
equipotency of alcohol and cannabis may be modified by the
characteristics of the driver.
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