1 Old Growth Redwoods
Old growth redwoods – that phrase invokes a lot of different feelings in people. Certainly in the present the phrase describes the large never cut forests in the redwood parks. Forests full of giant trees, some by rivers or streams and others along hillsides. Forests covered with needles and sorrel and forests covered with ferns. Forests with deer moving through them to reach the creeks, all the while shadowed by mountain lions. Forests with black bear dens. Remote and rugged but never more than a few miles from a highway.
Two parks with many acres of old growth redwoods as well as the ten tallest trees in the world are Humboldt Redwoods State Park and Redwood National Park. Each parks contains hundreds of thousands of old growth redwood trees. Here is the math:
|Park||Acres Old Growth Redwoods||# Redwood Trees > 100 cm per Hectare||# Acres per Hectare||# Old Growth Redwood Trees|
The redwood density figure is a general rounding of the findings in a redwood plots study underway at Humboldt State University.
If that number seems too high, well…. Here are two pictures. These are from the Redwood Creek Overlook on Bald Hills Road in Redwood National Park. The old growth forests and patches are very distinctive. If you go to that overlook and put a strong pair of binoculars on those forests it is an impressive site. Many big and tall trees all growing along Redwood Creek and the surrounding feeder creeks and hillsides. I can’t imagine a more spectacular forest. It is kind of intimidating.
2 Height Distribution for the Tallest Trees
Thorough ground based searches combined with LiDAR technology have given a pretty complete picture of tree height in all parks with the exception of the Headwaters Reserve. The tallest redwoods, those over 365 feet, are all in Humboldt Redwoods State Park and Redwood National Park, with the exception of two trees in the exceptional Montgomery Woods Reserve. Then all the trees over 370 feet (there are only ten or so) are in Humboldt Redwoods State Park and Redwood National Park.
There are two things that are apparent when viewing these graphs. First, the distribution patterns are very similar between the parks. And second, there are a lot more tall trees in HRSP than in RNP. Based on this data paired with the history of each park the explanation is certainly this: In Humboldt most of the forests with the tallest trees are intact. In Redwood National Park most of the forests with the tallest trees have been thinned or removed.
3 Height Distribution for Old Growth Redwood Trees
Noting the steepness of the curve on the tall trees graph it is evident there is some type of “bell shaped” distribution where there are many trees of a certain height, say 350 feet, then the trees get fewer and fewer at 360 feet and even more scarce at 370 feet.
Using this information and the total number of old growth redwoods we can infer the number of trees of certain heights:
|Std Deviations||Expected Pct of Trees Less Than||HRSP Expected Trees||RNP Expected Trees||HRSP + RNP Expected Trees|
Looking at the results of expected trees versus actual tree populations, it is evident four standard deviations describes 368 feet or so redwoods, while 4.5 standard deviations describes the very tallest redwoods (380 feet).
Then with some calculations and interpolation, we can arrive at three standard deviations corresponding to a 338 foot redwood tree. This then results with the following very approximate distribution of tree height in old growth redwood forests in Humboldt Redwoods State Park and Redwood National Park.
|Std Dev||Height Feet|
So the average old growth redwood in Humboldt and Redwood NP is 250 feet tall. Remember this covers all old growth trees at all elevations that are at least 3.28 feet in diameter.
Then there are 1,000 trees over 338 feet in height.
What do you think?
4 Old Growth Redwood Groves Close Ups
For some closer in views of old growth, here are pictures from two of my favorite areas in the redwood parks. There are views like this all over the redwood parks.
Thanks for viewing and reading.