 *Because the market changes over time, details discussed in these monthly updates may look different today. All information was accurate at the original time of publishing.*

## What’s been going on with supply chains? 

It’s no secret the economy has shown signs of weakening over the past few months. The Fed has continued to raise rates in an effort to bring down inflation. Mortgage rates are at their highest level in 20 years, leading to a significant decline in home sales. Manufacturing, as measured by PMI, has decelerated significantly, although it remains in growth territory at the time of publishing. The personal savings rate is at its lowest point since 2007.

This paints quite a negative picture for the economy — especially for the logistics industry that relies heavily on consumption. Despite this, there are still signs of strength in consumer demand that seem to bode well for freight.

Let’s take a look at Real (adjusted for inflation) Personal Consumption Expenditures, or PCE, to get a better view of where consumer demand stands currently. In Figure 1 below, Real PCE is displayed for goods (red line) and services (blue line). The level of PCE is displayed as an index where the January 2020 level is equal to 100.

**Figure 1**

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  Over the past 10 years, PCE on goods and services has followed a very steady trend until the Covid-19 pandemic severely disturbed that trend. The dotted lines in Figure 1 display a simple linear trend based on the pre-pandemic data from 2012 through 2019. We extended this trend through 2023 to provide a view of where PCE likely would have been had the pandemic not occurred, allowing the long-term trend to continue.

While PCE on services is still working back towards the level of the long-term trend, PCE on goods is significantly above the long-term trend. This shows that while PCE on goods is slowing, it is still above the long-term trend which indicates there is still strength in consumer demand. The question then becomes when will PCE return to the long-term growth rate? Will it fall in line with the long-term trend line in Figure 1? Or will it settle in higher or lower?

This will be a difficult but important question to answer as we move into 2023. Uncertainty in the market is high right now, and likely will be for the next several months. With inflation still running hot, and the Fed continuing to raise rates to combat it, it is impossible to predict where the economy will go.

Many experts believe the most likely scenario is a mild recession in early 2023 but recessions are notoriously difficult to predict. With PCE on goods still so far above the long-term trend, could it have the strength to weather a mild recession without too much detriment to the freight industry?

It is incredibly difficult to know what will happen in our current economic environment, especially when we try to predict the severity of the impacts of high inflation and the Fed’s continued interest rate hikes on consumer demand. Shippers need to be prepared for any situation that might arise in these unpredictable times. ArcBest is well positioned with solutions to fit any need, whatever the future holds.

As a logistics company with owned assets, we’re able to offer solutions through ABF Freight® and our Panther Premium Logistics® fleet in addition to our network of more than 80,000 capacity providers. With a combination of advanced supply chain technology and an experienced customer solutions team, [ArcBest is equipped to solve even the toughest logistics problems.](/solutions)