Now at 326 million, the U.S. resident population grew by 2.3 million residents (or 0.7%) from July 1, 2016 to July 1, 2017. However, that increase did not start a new trend. In fact, the U.S. population has grown by approximately 2.3 million residents or 0.7% in each measured time period since 2010.
However, population growth is not uniform across the country. For example, the Dallas MSA experienced the largest increase last year with the addition of over 146,000 residents. The Houston and Atlanta MSAs also had large resident increases of 94,000 and 89,000, respectively. Conversely, Chicago and Pittsburgh have the largest drops in population of all U.S. MSAs.
Along with this growth in population comes an increased need for goods and services – such as growth in the housing market, commercial development, and of course, self storage space. Since population growth is not equal across regions, opportunities for new supply can and will vary by market and regional area. And as such, areas with declining populations are likely to experience weaker demand and less need for additional storage space.
Using these updated population projections as a guide, STR evaluated its self storage database, which includes both open properties, as well as, properties currently under development, to determine if areas of higher population growth are witnessing increased levels of self storage development. STR currently maintains census and pipeline data for 56 of the nation’s top metropolitan statistical areas (MSAs).
Altogether, we analyzed more than 17,000 open self storage properties and more than 2,100 self storage properties under development in the context of population growth from 2010 to 2017. What we found can be used as a building block for understanding the role that population plays in influencing the self storage industry.
The self storage industry is in the midst of an unprecedented development cycle. According to the U.S. Census Bureau, construction spending in the sector reached an all-time high of $3.98 billion in 2017. That level represented a 108% increase from 2016 spending levels ($1.91 billion) and a 317% increase from 2015 levels ($955 million). But while we see this growth occurring, the question remains: what are the factors that are driving this growth? We believe that population growth, amongst other factors, such as housing prices, migration patterns and job growth, have influenced this growth in self storage development.
Over the past year, STR has released several reports that anecdotally explain the role population and economic growth have in self storage markets. For instance, when evaluating the Raleigh, N.C. self storage market, we found that not only did Raleigh have the third-highest population growth from 2010 to 2016, the Raleigh MSA ranks among the nation’s fastest growing in terms of self storage supply projected to come online within the next 12 months. Furthermore, Raleigh’s self storage growth is concentrated in the high growth population jurisdiction of Wake County.
For Seattle, record-high job growth, coupled with a strong population increase and a booming housing market, have contributed to robust growth in the self storage development pipeline. That area, with an average of 1,100 residents moving to Seattle every week, has a burgeoning self storage supply, which is expected to grow more than 20% over the next 24 months.
As a final example, we looked at Chicago, which has had the largest population decline of any MSA in recent years. Subsequently, self storage development in Chicago is softening, given factors such as low square footage growth, low square foot per capita growth and volume of deferred projects.
The common theme that we have found is that quantifying population growth offers a framework by which we can begin to explain self storage growth. Still, it is difficult to discern trends using only anecdotal information.
To further this analysis, STR analyzed population trends reported by the Census Bureau across the nearly 400 counties within the top 56 MSAs that STR covers in order to understand the increase in net rentable square feet (NRSF) that is projected to occur within the next 12 months[1].
Identifying each county’s population growth, we separated each of the approximately 400 counties into one of four quartiles based on their population growth from 2016 to 2017. The first quartile is comprised of counties that have the lowest population growth, while the fourth quartile is comprised of counties that have the highest population growth.
Examining population growth from 2010 to 2017, over the next 12 months, STR projects that the counties in the first quartile (lowest population growth) will see a 5.7% increase in NRSF growth; the second quartile will experience 5.7% NRSF growth; the third quartile will grow 7.4%; and the fourth quartile (highest population growth) will post a 9.4% increase in NRSF.
The trend is also apparent when looking at population growth from 2016 to 2017 where the projected increased over the next 12 months is 5.7% for the first quartile and 9.7% for the fourth quartile.
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)
Digging down deeper and looking at the most extreme instances of growth patterns, and analyzing the five highest and lowest growth counties in terms of population change, we find the disparity between projected NRSF growth to be much more dramatic with the five highest growth counties (areas like Austin and Washington, D.C.). Those areas are projected to have a 14.7% increase in NRSF compared to a much more modest 5.2% increase projected in the five lowest growth counties (areas such as St. Louis and Baltimore).
It is important to note, however, that strong population growth stats indicate likely demand increases as well. However, the NRSF percent increase expected in the next year for each of these MSAs is significantly larger than the annual population growth rate. The demand increases driven by population growth may ease some of the potential downward pressure on facility occupancy rates. However, it is impossible to know the true impact of new supply or the true increase in demand without monitoring market operator performance.
While we continue to find that population growth offers a unique insight into understanding self-storage development, STR will continue to analyze this and other factors that can contribute to our understanding of self-storage markets. With a more comprehensive set of indicators to illustrate each market, it will be important to examine each market on its own merits and to define the factors that are occurring alongside population growth, such as rate and occupancy trends, market saturation, and local economic health.
[1] STR defines any properties that are in the Expansion, Final Planning or In Construction to be expected to open within 12 months.