The McMinnville Photos
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APPENDIX B
Photogrammetric Estimate of the Location of the Overhead Wires
Relative to the Sighting Lines to the UO in Photos 1 and 2
By estimating or guessing at the dimensions
of certain objects which appear in the Trent photos it
is possible to reconstruct the relationships between the cameraman
and the overhead wires . Once the locations of the wires and
of the cameraman are determined, the sighting lines to the UO
can be added and it is then possible to estimate the answers
to two questions : (a) do the sighting lines cross under the
wires, and (b) calling the point where the sighting lines cross
SLC, is the ratio of the distances of the camera from SLC in
photos I and 2 the same as the ratio of the image sizes in photos
I and 2 ? It is the objective of this appendix to present evidence
which can answer these questions.
The first problem is to locate the camera
positions for the two photos. Unfortunately Hartmann did not
record any measurements at the time he visited the house, and
since both the house and garage are now gone it it is necessary
to determine these positions from photographic data alone. Surprisingly,
these positions can be determined rather accurately by using
the garage wall as a source of data. Specifically, the rafter
ends of the garage wall are located as to azimuth angle ( that
is, the angle left or right) in the two photos and these angles
are projected backward from the rafter ends to the locations
of the camera. Further information comes from the known standard
size of the largest pipe which protrudes upward from the tank
(the filling pipe). Necessary data are as follows:
(NOTE: 2000 The angles listed below with respect to true
north are based on the distant white house being at azimuth N39.3W
(39.3 degrees west of north according to the Geological Survey
Map). Originally these angles were calculated from the photographs
using the assumed 103 mm focal length for a Kodak camera. The
angles below were calculated based on the 100 mm focal
length for a Roamer 1 camera. The changes are small, typically
a few tenths of a degree up to 1/2 degree. For example,
the center of Photo 1 is shown below as 26.2 degrees whereas
the angle used 23 years ago (the original angle) was 26.6
deg; the centerline of photo 2 remains the same; the direction
to rafter C in photo 1is 47.4 deg instead of the original 46.8
and in photo 2 it is 55.9 deg instead of the original 55.5.)
ITEM |
PHOTO I |
PHOTO 2 |
Directions (degrees west of north): |
Center of Photo |
26.2 (26.2 deg west of north) |
39.6 deg |
Direction to UO |
25.2 |
42.9 |
Direction to Rafter A (Ra) |
41.2 |
50.4 |
Direction to Rafter B (Rb) |
43.9 |
53.0 |
Direction to Rafter C (Rc) |
47.4 |
55.9 |
Direction to Rafter D (Rd) |
---- |
59.0 |
Corner of Main House |
4.40 |
18.3 |
Estimates Related to the Lower of the Two Overhead Wires: |
Left Side of Picture Distance from Lens Axis |
24 |
22 |
Elevation above Horizontal |
24 |
19 |
Brightness Halfwidth* |
0.14 mm |
0.12 mm |
Middle of Picture: |
Distance from Lens Axis |
11 deg |
8.5 deg |
Elevation above Horizontal |
23 |
20 |
Brightness Half'width |
0.144 mm |
0.128 mm |
Right Side of Picture: |
Distance from Lens Axis |
23 deg |
23 deg |
Elevation above Horizontal |
24 |
23 |
Brightness Halfwidth |
0.148 mm |
0.138 mm |
Width of the Image of the Filling Pipe at the Top of the Tank |
0.84+/- 0.05 mm |
0.79 +/-0.02 mm |
Angle from the Lens Axis to Pipe Image |
22.5 degrees |
18.5 degrees |
*Wire diameter measurements are illustrated in Figure B1.
FIGURE B1
The
brightness halfwidth is the image width at one half the
maximum brightness variation between the image of the wire and
the sky background.
The photogrammetric reconstruction proceeds as follows:
1.) Choose a spacing for the eave rafters. I chose
2 feet. The actual spacing may have been less, but probably
it wasn't greater. The ends of the roof rafters,
assumed to be standard "2 x 4" rafters, are 1.5"
wide. (NOTE: probably the actual rafters were "2 x
6" but probably not as large as "2 by 8." The
vertical dimension of the rafter plays no role in this analysis.)
The ratio 24/1.5 = 16 is the same to within experimental
error as the ratio of the widths of the images of the ends of
the rafters to the spacing between the images of the ends of
the rafters, indicating that the-photographic evidence is consistent
with the assumption of a 24" spacing.
2) Assume the garage wall runs due north-south. Actually
the direction might be several degrees off, but
the Trent house was built next to a road
which runs due east-west according to the U.S. Geological Survey
Maps (7.5 minute series) . Thus the walls of the house
and garage which would have been nearly parallel or perpendicular
to the road, probably are close to running due north south or
due east-west, depending upon the location of the wall. (NOTE:
aerial photos obtained several years after this was written show
that the walls of the garage are rotated about 2 degrees counterclockwise
(north end toward the west).) The east wall of the garage
appears in the photos, according to Hartmann.
FIGURE B2
3) Draw the eave rafters two feet apart along a north
south line on a scaled map. (See Figure B2; see the scale at
the bottom indicating 4 ft. ) Let the eave rafter extend 1 ft
beyond the wall. (NOTE: this may be excessive. The
distance could be as low as 6 inches.) (NOTE in 2000: during
a site visit in May 11, 2000, I found that the east garage wall
was covered by a sort of corrugate metal siding which had been
placed on top of the 3/4" thick horizontal board siding
- shown in Hartmann's site photos of 1967 - which, in turn, was
on top of the original boards. The end of the eave rafter
was about 5" from the metal siding and therefore about 6"
from the original board siding.)
4) Draw lines from the rafter ends in directions opposite
to the directions listed in the above table. For example, for
Rafter A in photo I draw a line at azimuth -26.6+ 180 = 153.40;
for Rafter A in photo 2 draw a line at azimuth -39.3 + 180 =
140.7 (measured clockwise from due north on the map, with
the line starting at the rafter end). The Intersections of the
lines locate (approximately) the camera positions from photos
1 and 2. (See Figure B2.)
5) The filling pipe on the tank appears in both photos.
Its image size is directly related to the distance to the camera.
Standard filling pipes have outer dimensions of 2.375".
Oil tanks are typically 27" wide. Allowing 3"
for a spacing between the side of the tank and the garage wall
places the filling pipe about (27 + 3)/2 = 15 " from the
wall, or about 3" beyond the eave rafters (NOTE: or 9"
beyond, if the eave rafters stuck out only 6" from the wall.).
To locate the filling pipe in its proper north-south location,
proceed as follows: note that the image of the pipe appears just
below the image of the shadow of Rc in photo 1. Assuming that
the light source is due east of the garage, the shadow would
be due west of the end of the rafter. This locates the shadow
of Rc on the garage wall. Draw a line from the garage wall just
west of Rc (where the shadow is) toward the general location
of the camera in photo I , as determined in step 4 above. Now
mark a location along this line which is 15" = 1.25' from
the garage wall. This locates the (estimated) position of the
filling pipe.
6) The distance from the filling pipe to the camera is
given by
D =
{[F/COS(a)]/i} { w/12 } in feet
(B-1)
where F = 103 mm, e is the angle from the axis of the lens to
the image of the pipe, and W is the actual pipe width in inches.
The COS(e) factor is needed to account for the fact that the
effective focal length is not constant over the whole film plane
because the film plane is flat (not a constant distance from
the center of the camera lens). Using the appropriate values
of the quantities i and e from the table, with F = 103 mm yields
D = 26.1 ft for photo 1 and D = 27.1 ft. for photo 2. In each
case the possible error is +/- 1.5 ft. (NOTE 2000: use
of 100 mm as the focal length for a Roamer camera yields distances
only 3% smaller: 25.3 ft and 26.3 ft. This is within
the likely error in measurements which is approximately 100 x
(+/- 1.5 ft/26 ft) = (+/-) 5.7%, or about 6%.)
7) Draw the distance ranges just calculated from the pipe in
the appropriate areas on the map where the sighting lines from
the rafter ends cross, thereby further locating the positions
of the camera.
8) As a further check , using data not listed in the table, mark
off distances from the corner of the garage according to the
fact that the ratio of distances to the corner should be the
same as the ratio of the spacings between the images of the cracks
between the boards on the garage wall at the corner of the garage.
This ratio is about 1.1 after correction for the fact that the
corner of the garage wall is somewhat to the left of the center
of the lens in each photo (cosine correction mentioned above).
Pick one camera position to be "exact" and set the
other position 1.1 times farther from the corner of the garage
wall. I chose position 1 to be 30 ft from the corner of the wall
(26.5 ft from the filling pipe on the tank), and this "forces"
position 2 to be 33 ft from the corner and also about 30 ft from
the filling pipe. Since this is too far from the filling pipe
I have compromised on a distance of 32 ft from the corner, which
is 29 ft from the filling pipe, a distance only 1/2 ft greater
than the maximum value calculated in step 6.
9) Place the lower of the two overhead wires on the map by assuming
a wire diameter such as 3/16" or 1/8" . Do this by
using the image Brightness Halfwidths in the formula given in
step 6 to locate the left end, middle, and right end of the wire
from the camera positions for photos one and two. The angular
"Distances from the Lens Axis" given in the table should
be substituted for the angle e in the formula. The formula then
gives radial distances from the camera ("slant distances").
To convert to horizontal distances appropriate for plotting on
the map, use the angles listed as Elevation above Horizontal
in place of b in the following formula
H = D COS(b).
(B-2)
When the distances have been calculated place marks an the diagram
corresponding to the left end, middle, and right end positions
for both 3/16 and 1/8 " diameter wires. Note that each photo
provides an estimated position. I have drawn average lines through
the locations provided by photos 1 and 2 for both 3/16 and 1/8
" diameter wire.
10) Locate the corner of the Trent house by drawing lines from
the camera positions according to the angles given in the table.
The above steps yield a diagram similar to that in Figure B2.
The final step is to draw in sighting
lines from the camera positions according to the data in the
table.
The above steps yield a diagram similar to that in Figure B2.
The final step is to draw in sighting lines from the camera
positions according to the data in the table.
First notice that the sighting lines do not cross under the wire
if the wire was not larger than 3/16" diameter. Second,
note that the ratio of the distances from the Sighting Line Crossing
(SLC) to the camera positions is
16.25 ft for photo 1
----------------------------
=0.956
(B - 3)
17.0 ft for photo 2
This is to be compared with the ratio of images sizes of the
UO:
UO diameter in photo 2
0.255 mm
--------------------------------- =
---------------- = 0.873 (B
- 4)
UO diameter in photo 1
0.292 mm
Note that the size ratio, photo 2/photo
1, should be compared to the inverse of the distance ratio, photo
1/photo 2, because image size is inversely proportional to distance,
that is, the image size shrinks as the distance increases.
These ratios, although comparable, are not equal.
They differ by about 10%. I have tried other map reconstructions
starting from other assumed rafter spacings, but the general
result has been the same: the sighting lines do not cross under
the wires and the ratios are not equal. Since the location of
the wires is of critical importance in the reconstruction, it
is worth mentioning that Hartmann did take a picture in 1967
which indicated that at that time the north ends of the wires
were attached to insulators which were near the peak of the roof
of the house. Unfortunately, the distance from the corner
of' the house to the peak (measured horizontally) was not recorded.
As for the other ends of the wires we only have Mrs. Trent's
statement that they went to the "center of the garage."
It seems to me unlikely that they attached at the front-back
center, i.e., in the middle of the roof, where an attachment
could create holes in the roof making it less than watertight.
Hence I interpret this as meaning that they went to a post
that was sticking up from the center of the garage, but at the
rear end. Assuming that the horizontal distance from the
corner of the house to the north ends of the wires was about
12 ft and assuming that the wires ran to a post at the
peak of the roof at the back of the garage, one can estimate
the location of the wires. However, this estimate must
be considered highly tentative, especially since there are no
data on the exact location of the southern ends of the wires.
Nevertheless, it does seem consistent with the estimated
wire location if the wires were 3/16 inch thick.
One further comment about the wires is in
order. Clearly if the wires were as large as 1/4"
diameter they would pass essentially (or exactly) over the SLC
point. However, it is highly unlikely that wires as large
as 1/4" diameter would have been used because of the cost
. The purpose of the wires was only to power a light bulb
of a 100 watts or so. Useable wires would have been as small
as 1/8" diameter, which is standard for house wiring. Such
wire is also stiff enough to hold kinks ( kinks in the wires
when the photos were taken were still in the wires when Hartmann
visited the former Trent farm 17 years later.)
CONCLUSION
The lack of data makes it necessary to reconstruct the
scene of the photos using photogrammetric techniques combined
with estimated sizes of objects shown in the photos. This
method introduces considerable uncertainty into the reconstruction.
The uncertainty is sufficiently great that a rather wide range
of answers to the two questions posed at the beginning of this
appendix can be obtained. However, reasonable reconstructions
without any "forcing" of the available photographic
data and size estimates indicates that the sighting lines did
not cross under the wires and that the ratios are not equal.
As pointed out in the text, these results, even if perfectly
accurate, would not prove the sighting was not a hoax. On
the other hand, these results, if reasonably accurate,
do not prove that the sighting was a hoax.
ADDENDUM, 1984
Since this paper was completed in the fall
of 1981 for presentation at the Second UFO Conference of the
Center for UFO Studies, some new and valuable information about
the layout of the Trent farm has been obtained from the Agriculture
Survey Department. The Aerial Photography Field Office
(Box 30010 , Salt Lake City, Utah 84130) located two photos that
had been taken in the time frame of interest. The first
picture is dated 7/2/48 (DFQ Roll 4ED,exposure 93) and the second
is dated 5/15/56 (DFQ Roll 1P, exposure 88). These were
taken from aircraft that flew over the area but not directly
over the Trent farm. The scale of both photos was 1:22222
(1" = 1851' ; see Fig. ADD84A).
FIGURE ADD84A
Both photos show the
same buildings at the Trent farm but the 1948 photo is clearer
(better focused?) so I have concentrated my measurement effort
on the first photo. The Aerial Photography Office sent
me a print of the original aerial photo and a five power blowup.
(Actually it is a 5.045 power blowup with a scale 1" = 367',
as determined by comparing the spacings of identifiable objects
with the spacings given on the geological survey map ). I
used photographic magnification to create prints at a scale as
large as 1" = 107'. I scaled the print of the original
using a U.S. Geological Survey map. I then measured the
separations of the images of the buildings on the blowups. The
estimated accuracy of measurement is about one foot (plus or
minus). The accuracy is limited by the slight fuzziness
of the edges of the magnified images.
(NOTE 2000: on May 11, 2000 I visited the
site of the Trent farm. The house burned down some 40 years
ago and was replaced by a single-wide trailer. Then about
20 years ago the present owners replaced that with a double wide
trailer. The original base for the Trent house partially
used under the trailer which does not align with the original
house. However, the lady resident was able to indicate an approximate
location of the southwest corner of the original house.
There is a pump house,
which is no longer used as a pump house (used as a laundry),
which lies on a cement slab and is made of cement blocks. It
might be the original pump house. There have been rather
large additions to the original garage. However, the north,
east and south walls are still there, albeit with nice wood siding
on the original wood walls. As a check on the scaling
of the magnified aerial photo I measured the distance from the
garage to the center of the present road. Starting at the
north edge of the original garage wall the distance along the
driveway to the center of the east-west road is about 109 ft.
The edge of the roof extends about 1 foot beyond the wall.
Therefore from the edge of the roof to the center of the
road is about 108 ft. On the blowup photo, with the estimated
scale of 1" = 107 ft, the distance from the image of the
edge of the garage roof to the center of the road is 1"
Hence to within a foot or so the scaling I did years ago
was accurate.)
FIGURE ADD84B
These data allowed me to create a
diagram or "map" of the back yard as shown in the illustration
(Fig. ADD84B). I was pleased to find that the scaling which
I had done several years before, using only the original UFO
photos plus some educated guesses, was very close to correct.
For example, in the prevous reconstruction I had estimated
the distance between the house and garage was about 18 ft. The
aerial photo indicates a distance of 17-19 ft between the edge of the
garage roof and the edge of the house roof. The distance
in the above reconsruction is set at 19 ft.
(NOTE 2000: based on the present occupant's
best guess, the southwest corner of the original house was about
18 ft east of the northeast corner of the garage. The north
wall of the present "pump house" is about 2 ft north of the
north end of the garage. The aerial photo seems to show
the roof of the original pump house "penetrating" the roof of the house.
This suggests that the original pumphouse was very close to or touching
the south wall of the main house. That could mean that the south wall
of the main house was about 2 ft north of the north wall of the garage.
Unfortunately it is beyond the resolution of the aerial photo to
determine whether the south wall of the house was "level" with the
north wall of the garage or as much as 2 ft north or it. The map in
the above figure is based on the assumption that the south wall
of the house was "level" with the north wall of the garage. )
The identifications of the various buildings
other than the house and garage were provided by Mrs. Trent in
a number of conversations, including the most recent (Dec. 9,
1982) after I sent her copes of the blowups (and copy negatives
and prints of her original photos).
The diagram shows the locations at which
Mr. Trent was standing are illustrated along with the location
of the overhead wires as determined by a photo taken by Hartmann
in 1967 and by descriptions provided by Mrs. Trent. Hartmann's
photo shows the wires attached to insulators near the peak of
the house roof. The other end of the wires, according to
Mrs. Trent, went to the "middle" of the garage which,
I assume, means the middle of the rear end of the garage.
Hartmann's photo confirms that the wires ran toward the back
of the garage, but it does not show here they were attached.
According to Mrs. Trent her (and, through her, according
to Paul) the wires provided power for a light bulb in the garage.
Since the wires were not heavy and were not carrying much
power it may be that they were attached to a board (2 x 4 or
2 x 6) which stuck up from the back of the garage at the peak
of the roof. I have seen an arrangement of that type myself
in rural settings. It is assumed in this reconstruction
that the wires did actually attach to a point at the center of
the back of the garage.
(NOTE 2000: I examined the rear end
of the garage carefully for evidence of a structure that could
have supported the wires. There is no such structure at
present, but then, the wires are not present either, having been
removed some 30 years ago when the house burned down.
I was too far from the peak of the rear wall of the garage to
determine whether or not there were nail holes in the eave rafters
or wall siding indicating that at some time there had been something
attached to the wall. There still is an outdoor light fixture
attached to the front end of the original garage which looks
exactly like the light fixture that was attached to the rear
of the house, as shown in Hartmann's photo. This may be
the light to which Mrs. Trent referred. There may have
also been a light inside the garage, but "modern" panelling
in the garage has covered up any evidence there might be of the
original electrical wiring. )
One of the important "successes"
of my original photogrammetric reconstruction was a "prediction"
that the garage was unexpectedly long, perhaps more than 25 ft
long from front (north) to back (south). This prediction
was confirmed by the aerial photos which indicate the garage
was a least 25 ft and perhaps about 28 ft long.
(NOTE 2000: measurements of the garage
show that the walls form a rectangle 18 ft wide by 24 ft long.
The roof overhang adds about a foot at each end and 1/2
ft at each side, making the roof dimensions, as seen from above,
about 19 ft by 26 ft.)
The major reason for undertaking the original
reconstruction of the back yard was to determine whether or not
the overhead wires passed over the sighting line crossover point
(SLCP) (as described in Appendix B). The new reconstruction
of the back yard combined with the previously determined sighting
directions shows that the SLCP was about 4 ft northwest of the
overhead wires, which is reasonably close to the original reconstruction
which indicated 5.5 ft if the wires were 3/16" in diameter.
The decrease from 5.5 ft to 4 ft resulted from better scaling
and from a decrease in the distance from the corner of the house
to the point where the wires were fastened to the house. I
had initially estimated that the distance was 12 ft, corresponding
to a house width of 24 ft using a photo supplied by Hartmann.
However, the aeral photos suggest that the house width
was only 22 ft as seen from above so I have adjusted the scaled map accordingly.
Other reconstructions can be attempted by moving the relative locations of the
house and the garage. However, it must be remembered that the most
accurate positioning of the camera locations 1 and 2 are based on the
assumed separation of the house and garage, so one cannot simply "slide"
the house or garage to create another map without also moving
positions 1 and 2.
The aerial photos confirm that the farmhouse
of Mr. Trent's father was 440 ft west of Mr. Trent's house. Furthermore,
they confirm that there were no obstructions between the houses
so that it would have been possible for Mr. and Mrs. Trent to
see Trent's father on the back porch and yell to him before the
object disappeared in the west. (I thank Brad Sparks for
initially suggesting aerial survey photos and Philip J. Klass
for suggesting that I write for Agriculture department aerial
photos.)
PERSONAL ASPECTS RELATED TO THE TESTIMONY
As I pointed out in the discussion at the
end of the main text of this paper, the photos tend to be equivocal
on the hoax hypothesis because one could imagine a way in which
they could have been hoaxed and perhaps the Trents could have
hoaxed them with some effort and a lot of "luck."
(Luck: they hung a small model which just happened to
diffuse light coming from the sky above in such a way that the
bottom became a nearly uniform source of light; this "luck"
requires that the model be constructed from translucent materal
rather than a simple "hang a pie pan" approach; more
luck - they suspended the model with a thread that was very thin
or else the thread happened to match the color of the sky background.)
If they were lucky in making a model, then their good luck
was partly offset by bad luck: they allowed the photos
to show the overhead wire from which the model was hung.
Because the photos are not completely definitive
the argument over the truth of their story must be based in large
part upon their own testimony given to reporters, investigators
and friends over the years. In evaluating the testimony
skeptics have emphasized the differences between the reported
versions of the sighting. In particular, they have pointed
to differences between initial newpaper accounts as well as differences
between initial and later accounts. These differences are
cited as evidence that the Trents really did not witness the
event they have described and are therefore reporting a hoax
story which they made up but forgot to "coordinate"
with each other. On the other hand, if the Trents' reports
had been 100% identical these these same skeptics would point
to the complete correlation as evidence of a hoax because witnesses
generally don't see the same event in the same way and no one
remembers everything exactly as it happened.
It is my opinion that the slight differences
in the reports of the original sighting can be attributed to
the fact that the Trents were interviewed after about a month
had passed and that the more detailed interviews (reported after
the original Telephone Register article) were done separately,
for example, with Mrs. Trent at home and Mr. Trent where he worked.
Two people never give completely identical reports of the
same event. Therefore it is not surprising that the reports
would differ. A further source of difference in the
published reports lies in the fact that reporters usually do
not report exactly what they were told by a witness. (Even
quoted statements are not always correct.) A reporter generally
publishes his or her interpretation of what the witness had said.
The interpretation which might not accurately portray what
the witness was trying to describe. Finally, a newspaper
story is usually edited to make it read smoothly and to fit within
a certain space. This editing may further change the report
by leaving out or modifying the statements by the witness. Thus,
given the fact that the Trents' memory of the exact event would
be "faded" during the month before they were interviewed,
given the tendency or reporters to write their interpretations
of what the witness has said and given the tendency of newspapers
to edit stories, it is remarkable that there is a considerable
consistency between published versions of their report.
Besides the consistency in the versions
of the sighting itself, there is a further factor which must
be taken into account if one is to decide whether or not the
photos are a hoax. That factor relates to the Trents themselves:
would they be capable of or likely to create such a hoax? In
the text of this paper I have already listed a number of people
who have interviewed the Trents and concluded that it was unlikely
that they hoaxed the pictures. The reason generally given
that they did not hoax the pictures is that they were basically
honest people. This opinion was stated by the newspaper
people who were first involved with the story and by the banker
(Wortmann) at the time that the photos were published and again
many years later. Other people who had talked to the Trents
gained the same impression (including William Hartmann). As
I conversed by phone or by letter with these people who had actually
met the Trents I detected an undercurrent of opinion which went
beyond simply saying they were honest people. However I
did not mention that undercurrent in the main text of this paper
because its importance did not become clear to me until very
recently (May, 1984) when I had the good fortune to be in touch
with a farm family that had been neighbors of the Trents since
they moved to Dayton, Oregon, in the 1950's. These people
stated that they could not remember either Mr. or Mrs. Trent
ever mentioning the photos. The opinion which I received
from talking with them reinforced what I had suspected from my
earlier information: Paul and Evelyn are not mentally capable
of thinking of producing a hoax for any reason, and even if the
thought did cross their minds they would not be likely to carry
it out since it would require extra work that would not relate
to any of their familiar daily activities. When I talked
on the phone with Mrs. Trent I found that a large portion of
the time was taken up in discussions of recent daily events and
family matters (i.e., things that had happened in the days or
weeks before my phone calls), even though I repeatedly tried
to direct the conversation to the subject of my interest. I
concluded that the UFO pictures were definitely not the most
important event in their lives. Instead, they were more
of an annoyance to be ignored as much as possible. My opinion
was supported very strongly by the neighbors.
As I discussed the Trents with their neighbors
I was reminded of a statement by Bill Powell, the reporter who
first interviewed them, I asked if he thought the Trents
could have hoaxed the photos and his blunt answer was essentially
that they were not mentally capable of producing a hoax. In
a similar vein, Arthur Fryer, the retired science teacher who
visited the Trents at my request, when asked about the possibility
of a hoax, said, "I can't believe that these people would
have the mental capacity to figure ways of fooling anybody. I
really think a photo of Paul would be quite convincing."
The "discovery" that the Trents
really didn't have the intelligence necessary to conceive and
carry out hoax of any kind provides further evidence that
they were telling the truth. I would suggest that any skeptic
who is serious about disproving the Trents' report must do more
than search for small discrepancies between newspaper stories.
The skeptic must obtain opinions from people preferably
professionals, who knew the Trents well as to whether or not
a hoax is consistent with the life history of the Trents. If
the photos were hoaxed these opinions should show conclusively
that the Trents have the mental capacity and the will to produce
a hoax if they so desired. Without such opinions it is
useless to continue the discussion of how the hoax was carried
off and how the Trents managed to convince so many people.
CLOSING COMMENT (written in 1984)
In closing I would like to point out that
further research could be done on this case, although I don't
intend to continue. One could search through local newspapers
to locate all of the news stories that were written in the weeks
after the publication of the photos. According to an article
in the McMinnville newspaper, on June 15, 1950, the Trents were
"beseiged with reporters and cameramen." The
stories written by all these reporters must reside somewhere
in newspaper archives.
Besides doing historical research, it would
also be valuable to interview a number of people who have known
the Trents for years in order to compile their life history.
Because of the results of my own considerable efforts I
would be greatly surprised if further historical research or
further studies of the Trents produced any information that is
noticeably different from what I already have. However,
if someone should undertake such a study I would be interested
in knowning the results.
ADDENDUM: 2000
Since the preceeding text, appendices and
Addendum were written the Trents' life history was completed. They died in 1997 (Evelyn) and 1998 (Paul)
(see obituary notices below). There was no other large
investigation of their sighting and I did no work on the case
following 1984, until 1999. At that time a re-investigation
was initiated by Brad Sparks and David Rudiak.
As part of the reinvestigation that started
in 1999 I wrote a computer program to make a mathematical model
of the Trents' back yard. I did this in order to speed
up the process of determining, for various assumed values of
the "parameters" (see below) of the sighting, whether
or not the wires passed over the sighting line crossover point
(SLCP) and whether or not the ratio of the UO image sizes equaled
the inverse ratio of the distances of the camera locations from
the SLCP. (Until I developed this program it was necessary
to draw a new, carefully dimensioned diagram each time parameter
values were changed.) One assumption in this program is
that the wires ran from the center of the house near the peak
of the roof to a post at the center of the rear of the garage.
The calculation is based on the following "parameter
values:" the sighting directions to the UO relative
to true north, the directions to the corner of the house and
the corner of the garage, the measured widths of the UO images,
the width of the house, the length and width of the garage, the
spacing between the garage and the house and the north-south
offset (if any) of the front of the garage relative to the rear
of the house. The program then calculates the locations
of the camera, the location of the SLCP, the (horizontal) distance
from the SLCP to the overhead wires and the ratios mentioned
above. This program is contained in Appendix C.
As the re-investigation continued it was
determined through the joint efforts of Brad Sparks, Terry
Halstead, David Silver (President of the International Photographic
Historical Society) and Joel Carpenter that the camera was not
a Kodak, as originally supposed, but rather a Roamer 1 built
by the Universal Camera Corporation. The focal length for
this type of camera was about 100 mm. (The minimum f-stop
was 11 and the shutter was fixed at about 1/50 second.)
Hence all of the angles which I had calculated based on the 103
mm focal length for a Kodak camera had to be recomputed.
However, it was found that the computer program gives essentially
the same results, namely that the inverse distance ratio mentioned
above is about 1.01 to 1.02, while the UFO image ratio is 1.145,
and the (horizontal) distance from the SLC to the wires is 3
to 4 ft if the wires attached to a post at the center of the
rear of the garage.
THE ROUEN PHOTO
In 1957 two magazines, the Flying Saucer
Review and the Royal Air Force Flying Review both published a
photograph that was said to have been taken by a French military
pilot.
The text of neither publication discussed the photo and the only
information is contained within the photo caption. At my
request Claude Poher, formerly of the French National Space Agency
(CNES), tried to locate the presumably French military source
for the photo. At the same time I contacted the publishers
of both the magazines. This was done in the 1976-1977 time
frame, 20 years after the photo was published. In both
cases the search ended in failure to locate the original source.
About all that can be said about the image
in the photo is that it is clearly the same sort of object as
appears in the Trent photo #2 but it is not simply a "rephotograph"
of the Trent photo because the orientation in 3-D space is different,
i.e., the object in the Rouen photo is rotated somewhat from
the orientation in Trent #2. If the story behind the photo
is correct, that it was taken by a French miliary pilot, then
if provides strong corroboration for the Trent photos. Unfortunately
we will probably never know whether or not the Rouen photo is
actually what it purports to be.
EPILOGUE
In 1995 I was contacted by Terry Halstead
who wanted to make a video documentary of theTrent sighting to
use as part of a large UO documentary. I provided him
with copies of my work and suggested lines of investigation for
him to use. We are fortunate that he managed to obtain
a videotaped interview with the Trents. This was probably
the first extensive interview in 30 years (the previous being
by Veikko Itkonen in 1969, which was never shown in the USA,
so far as I know). During this interview Evelyn, who did
most of the talking because Paul was having difficulty talking,
repeated what I had heard her say numerous times 20 year before
about the events of the sighting, the description of the object
(she never called it a flying saucer) and so on. Paul
contributed a few comments during the interview to support what
Evelyn said.
Two years later Evelyn died. The obituary
in the McMinnville News-Register of Aug. 7, 1997 reads as follows:
EVELYN MAE TRENT
1926-1997
Services for Evelyn Mae Trent of McMinnville will be held at 11 a.m. Friday in the chapel
of Macy & Son Funeral Directors, with the Rev. Kyle French of Dayton Christian
Church officiating. Interment will be in Evergreen Memorial Park, McMinnville.
The funeral home will be open for viewing until 7 p.m. today and from 8 to 11 a.m. Friday.
Mrs.Trent died Aug. 4, 1997, in Columbia Willamette Valley Medical Center,
McMinnville. She was 71. She was born Jan. 1, 1926, in Wheeler, the daughter
of Jessie Clifford and Mabel A. Page Eades. She moved to Buell at an early age.
She and Paul Trent were married on March 6, 1943. After marrying, the couple
moved to Cloverdale, where they owned and operated a dairy farm.
They moved in 1958 to their farm in Dayton, where they raised corn, berries and grain.
Mrs. Trent had lived in McMinnville since 1987. She enjoyed canning and crocheting
and loved spending time with her family. Survivors include her husband; four sons, Larry
Trent of Dayton, Arthur Trent of Dundee, Thomas Trent of Newberg and
Jerry Trent of Roseburg; two daughters, Linda Sayler and Tammy Gochenour,
both of Dayton; three brothers, Thomas Eades of Salem, Buster Eades of
Portland and John Eades of Seleth, Wash.; a sister Betty, of
Dallas; 17 grandchildren and six great grandchildren. She was preceded in
death by two brothers, Virgil Eades and Vernon Eades and a sister,
Mary Orr. Memorial contributions may be made to the American
Diabetes Association or the American Heart Association, in care of
Macy & Son Funeral Directors, 135 N. Evans St., McMinnville, Ore. 97128.
About six months later Paul died. His obituary in the News-Register of February 17, 1998 reads:
PAUL A. TRENT
1917-1998
Services for Paul Arthur Trent of McMinnville will be held at 11 a.m. Wednesday in the chapel
of Macy & Son Funeral Directors. The Rev. Kyle French of Dayton Christian Church will
officiate. Interment will be in Evergreen Memorial Park, McMinnville. The funeral home will be
open for viewing from 3 to 7 p.m. today. Mr. Trent died Feb. 13, 1998, in Life Care Center,
McMinnville. He was 80. He was born Feb. 28, 1917, in McMinnville, the son of John and Alice Bowers
Trent. He was raised and schooled in McMinnville and Buell. He and Evelyn Eades were married on
March 6, 1943. He moved in 1958 to a farm in Dayton area and raised corn, berries and grain. He
had lived in McMinnville since 1987. He enjoyed country music and the Oregon Coast. Survivors
include two daughters, Linda Sayler and Tammy Gochenour, both of Dayton; four sons, Larry Trent
of Dayton, Arthur Trent of Dundee, Tommy Lee Trent of Newberg and Jerry Trent of Roseburg; a brother,
Clayton Trent of Dayton; 17 grandchildren; and six great-grandchildren. He was preceded in death by
his wife in 1997; and by a brother, Everett Trent and a sister Mae Shelburn. Memorial contributions
may be made to the Paul Trent Memorial Fund in care of Macy and Son Funeral Directors, 135 N.
Evans St. McMinnville, Ore. 97128.
Several years before the death of Evelyn I was told that a rumor going around at that time was that Paul
Trent had confessed to the hoax just before he died. I checked up on this rumor by calling the Trents.
Evelyn answered the phone. I asked if I could speak to Paul and she said what she had told me some
20 years before, "he doesn't like to talk on the phone because he has a hearing aid." One rumor quashed!
The skeptics have claimed that the UFO sighting was the most important thing to have happened in their lives. Skeptics
wanted to believe that because It would explain (to the skeptics) why the Trents would continue to maintain the supposed
hoax in the face of all the criticism they received. From this point of view, then, it must be considered
ironic that the "most important event in their lives," the event which made the Trents internationally
famous, was not even mentioned in either obituary. The lives of the witnesses are over, but the saga of their photos
lives on.
APPENDIX C
This is the Trent Yard Program to determine the
location the sighting line
'crossing point (SLCP) and its location relative to the overhead
wires
'as a function of the following parameter values:
'(a) location of the house relative to the garage, (b) the
'width of the house, (c) the north-south offset (if any) of the
south wall
'of the house relative to the north end of the garage wall
'(d) the width of the garage and (e) the location of the
'attachment of the electric wires to the garage.
'Of course all the sighting directions are also built into the
program
'and can b adjusted within the program itself. The preceding
parameter values
'are variables that are entered as the program runs.
'The origin of coordinates is at the northeast corner of the
garage wall.
'East is Positive X. South is Positive Y.
'From Hartmann's photo we know that the north end of the power
wires were
'attached at the center of the south wall of the house. The
X value of
'this attachment point is 1/2 the house width plus the X distance
from the
'garage corner to the house corner. The Y location of the
attachment point is
'the north-south offset of the south wall of the house relative
to the
'north end of the garage.
'It is assumed that the other ends of the wires were attached
to a board
'that stuck up from the center of the rear of the garage.
'The X-Y coordinates of this board relative to the coordinate
'origin at the northeast corner of the garage are determined
by the length
'and width of the garage (Xboard = 1/2 width of garage;
Yboard = length of
'garage). If the wires were NOT attached to a board rising
up from the
'center of the rear but from some other point then shrink or
expand the
'garage length and width appropriately to make the coordinate
of
'attachment point be at the desired X-Y position.
'
'IN the following program the location of the camera is determined
by the
'angles or lines of sight from the camera to the corner of the
garage
'and to the corner of the house and by the actual assumed positions
of
'these corners. Hence if the locations of the corners are
fixed at some
'chosen values and other parameters are varied the X-Y positions
of the
'camera will not change, nor will the location of the SLCP. The
positions where
'the wires cross over the sighting lines will change if the garage
length,
'garage width and house width are changed even if the corner
positions are
'fixed.
This is written in the BASIC language. Using a text processor
simply
copy what is below and paste into a file that can be accessed
by
QuickBASIC or something similar. Note that the output requires
a (line) printer (LPRINT statements below).
' This is the Trent Yard Program to determine the
location the sighting line
'crossing point (SLCP) and its location relative to the overhead
wires
'as a function of the following parameter values:
'(a) location of the house relative to the garage, (b) the
'width of the house, (c) the north-south offset (if any) of the
south wall
'of the house relative to the north end of the garage wall
'(d) the width of the garage and (e) the location of the
'attachment of the electric wires to the garage.
'Of course all the sighting directions are also built into the
program
'and can b adjusted within the program itself. The preceding
parameter values
'are variables that are entered as the program runs.
'The origin of coordinates is at the northeast corner of the
garage roof.
'East is Positive X. South is Positive Y.
'From Hartmann's photo we know that the north end of the power
wires were
'attached at the center of the south wall of the house. The
X value of
'this attachment point is 1/2 the house width plus the X distance
from the
'garage corner to the house corner. The Y location of the
attachment point is
'the north-south offset of the south wall of the house relative
to the
'north end of the garage.
'It is assumed that the other ends of the wires were attached
to a board
'that stuck up from the center of the rear of the garage (based
on Evelyn
'Trent's description).
'The X-Y coordinates of this board relative to the coordinate
'origin at the northeast corner of the garage are determined
by the length
'and width of the garage (Xboard = 1/2 width of garage;
Yboard = length of
'garage). If the wires were NOT attached to a board rising
up from the
'center of the rear but from some other point then shrink or
expand the
'garage length and width appropriately to make the coordinate
of
'attachment point be at the desired X-Y position.
'
'IN the following program the location of the camera is determined
by the
'angles or lines of sight from the camera to the corner of the
garage
'and to the corner of the house and by the actual assumed positions
of
'these corners. Hence if the locations of the corners are
fixed at some
'chosen values and other parameters are varied the X-Y positions
of the
'camera will not change, nor will the location of the SLCP. The
positions where
'the wires cross over the sighting lines will change if the garage
length,
'garage width and house width are changed even if the corner
positions are
'fixed.
UO1 = .292: 'measured width on negative of UO image in photo
1, in cm
UO2 = .255: 'width of UO image in cm photo 2
RAD = 3.14159 / 180: 'degrees to radians conversion
'The following angles are with respect to the Geological Survey
Map
'and based on the aerial survey photos which suggests that the
house and
'garage east and west walls were 2.5 degrees away from pointing
due
'north south; 2.5 rotated clockwise
'Angles WITH RESPECT TO NORTH, rotating counterclockwise; these
can be
'changed if necessary:
'THE FOLLOWING ANGLES AS OF MAY 30, 2000
T11 = 4.4 + 2.5: ' angle from camera to corner of house in photo
1
T12 = 41.2 + 2.5: 'angle from camera to rafter A at corner of
garage in photo 1
T21 = 18.3 + 2.5: 'angle from camera to corner of house in Photo
2
T22 = 50.6 + 2.5: 'angle from camera to Rafter A, Photo 2
PHI1 = RAD * (25.2 + 2.5): 'sighting line to UO in photo 1; angle
w.r.t. north
PHI2 = RAD * (42.9 + 2.5): 'sighting line to UO in photo 2;angle
w,r,t, north
INPUT "Enter the width of the house in feet, e.g., 22 ";
HW
INPUT "Enter the length of the garage roof in feet, e.g.,
26 "; GL
INPUT "Enter the width of the garage roof in feet, e.g.,
19 "; GW
INPUT "Enter the assumed east-west separation between the
house and edge of the garage roof, e.g. 17 "; S
PRINT "Enter the assumed north-south offset distance between
the south wall "
PRINT "of the house and the north end of the garage roof
(roof overhangs north wall by 1 ft)"
INPUT "with a NEGATIVE sign if the house is NORTH of the
garage, e.g. -1 "; of1
of = -of1: 'change sign to work in formulas below
E = ATN(of / S): 'E is angle in radians away from due east-west
if the rear house
'wall is north or south of the northeast corner of the garage;
positive northward
DS = (S ^ 2 + of ^ 2) ^ .5: ' the distance between the corner
of the garage and
'the southwest corner of the house
B1 = DS * COS(RAD * T11 - E) / SIN(RAD * (T12 - T11)): 'distance
from camera 1
'position to corner of garage; use law of sines with sin(90+
t11-E) = cos(t11-E)
B2 = DS * COS(RAD * T21 - E) / SIN(RAD * (T22 - T21)): 'distance
from camera 2
'position to corner of garage
'X AND Y POSITIONS OF CAMERA RELATIVE TO CORNER OF GARAGE AS
ORIGIN
'X is positive east (right), Y is positive south (down)
X1 = B1 * SIN(RAD * T12): Y1 = B1 * COS(RAD * T12): 'camera in
photo 1
X2 = B2 * SIN(RAD * T22): Y2 = B2 * COS(RAD * T22): ' camera
in photo 2
PHI4 = ATN((Y1 - Y2) / (X2 - X1)): ' this is the angle measured
clockwise from due
'east of the line, L, that connects the two camera positions
L = (Y1 - Y2) / SIN(PHI4): ' this is the distance between camera
positions
DELTAPHI = PHI2 - PHI1: ' the angle between the sighting lines
'Now use the law of sines to locate the sighting line crossover
point (SLCP)
c = L * COS(PHI4 - PHI2) / SIN(DELTAPHI): ' distance from camera
1 to SLCP
d = L * COS(PHI1 - PHI4) / SIN(DELTAPHI): 'distance from camera
2 to SLCP
XC = X1 - c * SIN(PHI1): ' x position of SLCP
YC = Y1 - c * COS(PHI1): ' y position of SLCP
'Now calculate distance from the SLCP to the
'wires running from the center of the rear of
'the house to the center of the rear of the garage
K = ((GW / 2 + XC) ^ 2 + (GL - YC) ^ 2) ^ .5: 'distance from
crossover
'point to the center of garage where wires were attached
DELTA1 = ATN((GL - YC) / (XC - (-GW / 2))): 'This is the
clockwise
'angle between due east and a line from the center of the garage
rear
'to the SLCP; note that GW is at negative x
DELTA3 = ATN((GL - of) / (GW / 2 + S + HW / 2)): 'this
is the clockwise
'angle relative to east of the wires running from the center
of rear
'of the garage to the center of the rear of the house
DELTA2 = DELTA1 - DELTA3: ' the thin angle between a line from
the rear
'of the garage to the sighting line crossover and another line
from the
'rear to the center of the back of the house.
'Now note that K is the length of one side of a triangle which
can
'be used in the law of sines with appropriate other angles to
get the
'distance from the SLCP
H1 = K * SIN(DELTA2) / COS(DELTA3 - PHI1): ' distance from wires
to SLCP
'as measured along sighting line 1
H2 = K * SIN(DELTA2) / COS(DELTA3 - PHI2): ' distance from wires
to SLCP
'as measured along sighting line 2
DIST1 = c - H1: ' distance from camera 1 to wires
DIST2 = d - H2: ' distance from camera 2 to wires
LPRINT
LPRINT
LPRINT "Trent Yard Program of March, 1999; modified May,
2000"
LPRINT " The following angles are with respect to
the alignment of the "
LPRINT "west walls of the house and garage, which, in turn,
are assumed to run"
LPRINT "2.5 degrees east of true north. That means
that 2.5 degrees has been"
LPRINT "added to each 'true north' angle."
LPRINT " The origin of coordinates is at"
LPRINT "the northeast corner of the garage roof which is
essentially the"
LPRINT "end of the first eave rafter (' Rafter A')"
LPRINT " In what follows all angles are degrees and
distances are feet unless"
LPRINT "otherwise noted."
LPRINT
LPRINT "The corner of the house in 1 and 2 is at angles
"; T11; " and "; T21; "deg."
LPRINT "The end of rafter A in 1 and 2 is at angles ";
T12; " and "; T22; "deg."
LPRINT "The UO sighting lines in 1 and 2 are at angles";
PHI1 / RAD; " and "; PHI2 / RAD; "deg."
LPRINT "The house roof width is "; HW; " and the
garage roof width is "; GW; " ft."
LPRINT "The garage roof length is "; GL; "ft."
LPRINT "The UO image sizes are "; UO1; " cm in
photo 1 and "; UO2; " cm in photo 2."
LPRINT
LPRINT "For house-garage-roof separation "; S; "
ft and offset = "; of1; " ft."
LPRINT "The camera position 1 is at X1 = "; X1; ",
Y1 = "; Y1; " ft"
LPRINT "and the camera position 2 at X2 = "; X2; "
Y2 = "; Y2; " ft."
LPRINT "The distance between the camera positions is ";
L; " ft."
LPRINT "The X position of the Sighting Line Crossover Point
(SLCP) is "; XC; "."
LPRINT "The Y position of the SLCP is "; YC; "."
LPRINT "The distance from camera position 1 to the SLCP
is "; c; "."
LPRINT "The distance from camera position 2 to the SLCP
is "; d; "."
LPRINT "IF THE UO were simply hanging beneath the SLCP"
LPRINT " the UO image size ratio would be equal to the inverse
of the distance ratio"
LPRINT " which is "; d; " / "; c; "
= "; d / c; ". Actually the ratio UO1/UO2"
LPRINT " is equal to "; UO1 / UO2
LPRINT
LPRINT "The distance from the SLCP to the wires measured
along sighting line 1"
LPRINT " is "; H1; " and the distance from the
SLCP to the wires measured along "
LPRINT " sighting line 2 is "; H2; "."
LPRINT "(This is based on the assumption that the wires
were attached to the"
LPRINT "center of the south end of the garage.)"
LPRINT "The distance from the wires to camera position 1,
measured along the"
LPRINT "sighting line is "; DIST1; " and the distance
from the wires to"
LPRINT "camera position 2, measured along the sighting line,
is "; DIST2; "."
LPRINT " If the UO were simply slid along the wire
to a position along sighting"
LPRINT "line 2 after being at a position under the wire
but along sighting line"
LPRINT "1, then the distance ratio would be "; DIST2
/ DIST1; " which can be "
LPRINT " compared with the inverse image size ratio, ";
UO1 / UO2; "."�
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