Honorable Chair and Members of the Hermosa Beach Planning Commission
Special Meeting of June 30, 2021
Title
Review and discuss hermosa beach 2021-2029 draft Housing element update
Recommended Action:
Recommendation
Staff recommends Planning Commission:
1. Receive staff presentation;
2. Solicit public comments; and
3. Provide comments as appropriate on the draft Housing Element. No formal Planning Commission actions or decisions are required at this meeting.
Prior to final adoption of the Housing Element a subsequent public hearing will be held by the Planning Commission.
Body
Background:
State law requires each city adopt a General Plan to guide land use and development. Among the various “elements” of the General Plan is the Housing Element, which describes City policies and programs for maintaining and improving existing housing and accommodating development of new housing to meet the City’s assigned share of regional growth under the Regional Housing Needs Assessment (“RHNA”).
PLAN Hermosa was adopted in 2017 and has a “time horizon” of 25 years. However, State law requires the Housing Element be updated every 8 years. Housing Element planning periods are sometimes referred to as “cycles.” The City’s current Housing Element covers the planning period extending from 2013 to 2021, which is referred to as the “5th Housing Element cycle” in reference to the five required updates that have occurred since the comprehensive revision to State Housing Element law in 1980. Every city in the Southern California Association of Governments (“SCAG”) region is required to prepare a Housing Element update for the 6th planning cycle, which spans the 2021-2029 period, regardless of when the other elements of the General Plan were adopted. The due date for the 6th Housing Element update is October 15, 2021.
On December 15, 2020 the Planning Commission conducted an initial public meeting to introduce the 2021-2029 Housing Element update.
On February 3, 2021, a joint study session of the Planning Commission and City Council was held to provide the City Council, Planning Commission and community stakeholders with an overview of the Housing Element update process, explanation of the State requirements for Hermosa Beach Regional Housing Needs Assessment (RHNA), to solicit comments regarding housing needs and to receive feedback from the Planning Commission and City Council.
Analysis:
Staff has completed a draft Housing Element for review by the Planning Commission and interested community stakeholders. The purpose of meeting is to allow an opportunity to review the draft Housing Element and provide comments to staff. After this Planning Commission meeting, a public hearing would be scheduled to allow the City Council an opportunity to review the draft Housing Element and provide direction to staff. Additional information regarding the Housing Element update process and schedule is provided below.
State Housing Element Requirements
State law requires each city to adopt a General Plan to guide land use and development. Among the various “elements” of the General Plan is the Housing Element, which establishes City policies and programs for maintaining and improving existing housing, as well as accommodating development of new housing to meet the City’s assigned share of housing needs under the Regional Housing Needs Assessment (“RHNA”).
In addition to the Housing Element, the Hermosa Beach General Plan, known as PLAN Hermosa, includes the following elements:
• Governance
• Land Use + Design
• Mobility
• Sustainability + Conservation
• Parks + Open Space
• Public Safety
• Infrastructure
Hermosa Beach Draft 2021-2029 Housing Element
State law California Government Code Sec. 65583 et seq) sets forth extensive requirements for Housing Elements and related land use regulations related to housing. The Draft 2021-2029 Housing Element (Attachments 1 and 2) includes the following components:
Attachment 1 - Housing Policy Plan
• An Introduction providing background information and context for the Housing Element (Chapter I)
• Housing Policy Plan, including policies and programs for the 2021-2029 planning period
Attachment 2 - Housing Element Technical Report
• Housing Needs Assessment - An analysis of the city's demographic and housing characteristics, trends and special needs (Chapter I)
• An evaluation of resources and opportunities available to address housing issues (Chapter II)
• A review of governmental and non-governmental constraints to meeting housing needs (Chapter III)
• A review of accomplishments during the previous planning period (Appendix A)
• An inventory of the potential sites for housing development (Appendix B)
• A summary of opportunities for public participation during the preparation and adoption of the Housing Element (Appendix C)
RHNA Requirements
One of the most important requirements of State Housing Element law is each city must adopt land use plans and regulations that create opportunities for sufficient residential development to accommodate its assigned share of statewide housing need. The RHNA is the process by which each city’s need for additional housing is determined. Prior to each Housing Element planning cycle the region’s total housing need is established by HCD based primarily on population growth trends and existing housing problems such as overcrowding and overpayment. The total housing need for the Southern California region is then distributed to cities and counties by the Southern California Association of Governments (“SCAG”) based upon criteria established in State law. The SCAG region includes Los Angeles, Orange, Riverside, San Bernardino, Imperial and Ventura counties.
In late 2019 HCD issued a RHNA determination of 1,341,827 additional housing units for the SCAG region during the 2021-2029 period. Following HCD’s RHNA determination, SCAG prepared a methodology for distributing the total RHNA to jurisdictions in the SCAG region consistent with criteria established in State law. In early 2020 SCAG’s Regional Council adopted the RHNA methodology and the final RHNA Plan was adopted on March 4, 2021. The final allocation for Hermosa Beach was increased from 556 to 558.
Housing needs allocated through the RHNA process are distributed among the income categories as shown in the following table.
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)
Affordable housing rents and purchase prices are determined based on State policy that households should not have to pay more than 30% of their gross income for suitable housing. Affordable housing costs for all jurisdictions in Los Angeles County that correspond to the various income categories are shown in Table 2. Affordability numbers are adjusted each year based on the countywide median income and family size. Table 2 provides the current figures for a 4-person family in Los Angeles County. Income limits and affordable cost are adjusted up or down based on family size.
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)
Table 3 shows the RHNA allocations for Hermosa Beach, Los Angeles County, and the SCAG region.
![](data:image/png;base64,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The RHNA also allocates total housing need to the income categories described in Table 2 (the extremely-low and very-low categories are combined for RHNA purposes). The 6th cycle RHNA allocation by income category for Hermosa Beach is shown in Table 4.
![](data:image/png;base64,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)
The RHNA identifies the amount of additional housing at different price levels a jurisdiction would need to fully accommodate its existing population plus its assigned share projected growth over the next 8 years while avoiding problems like overcrowding and overpayment. The RHNA is a planning requirement based upon housing need, not a construction quota or mandate. The primary significance of the RHNA is that jurisdictions are required to adopt land use plans and development regulations that create sufficient opportunities for additional housing development commensurate with the RHNA allocation. Under current law, cities are not penalized if actual housing production does not achieve the RHNA allocation, but cities may be required to streamline the approval process for qualifying housing developments that meet specific standards (such as affordability and prevailing wage labor requirements) if housing production falls short of the RHNA allocation.
The Housing Element must demonstrate compliance with the RHNA by analyzing the city’s capacity for additional housing based on an evaluation of land use patterns, development regulations, potential constraints (such as infrastructure availability and environmental conditions) and real estate market trends. The analysis must be prepared at a parcel-specific level of detail and identify properties (or “sites”) where additional housing could be built under current regulations. State law requires that the sites analysis demonstrate that city land use plans and regulations provide adequate capacity to fully accommodate its RHNA allocation in each income category. If the current development capacity is not sufficient to fully accommodate the RHNA, the Housing Element must describe proactive steps the City will take to increase housing capacity commensurate with the RHNA - typically through amendments to land use plans and development regulations that could facilitate production of additional housing. Such amendments generally include increasing allowable residential densities, modifying other development standards, or allowing housing to be built in areas where residential development is not currently allowed, such as areas zoned for commercial use. It is important to note that neither cities nor property owners are required to develop additional housing on the sites identified in the Housing Element, or to provide funding for housing development.
As part of the Housing Element update, the current capacity for additional housing was analyzed to determine whether capacity is sufficient to accommodate the RHNA allocation at each income level. Appendix B of the Housing Element Technical Report includes the inventory of potential sites that could accommodate housing development commensurate with the RHNA allocation. The inventory includes vacant sites, underutilized sites and candidate sites for rezoning.
Future accessory dwelling units (ADUs) can also satisfy a portion of the RHNA allocation based on permit trends and city ADU regulations. ADUs are an important strategy for Hermosa Beach. In 2020, the first year under the State law encouraging ADUs, 26 permits were issued for ADUs. It is anticipated that 30 ADUs will be constructed each year during the planning period in 2021-2021.
HCD Review and Certification
An important difference between the Housing Element and other elements of the General Plan is the extent of State oversight. Under California law, land use and development is generally within the authority of cities through the adoption of policies and regulations in General Plans and municipal codes. However, State law establishes many specific limitations on city land use authority related to housing.
The State legislature has also declared an adequate supply of housing to be a matter of statewide importance and has delegated authority to the California Department of Housing and Community Development (“HCD”) to review local government Housing Elements and issue opinions regarding their compliance with State law. A finding of Housing Element compliance by HCD is referred to as “certification” of the Housing Element. Certification is important to enhance cities’ eligibility for grant funds and also to support local land use authority.
HCD review of Housing Elements is required both prior to and after final adoption by the City Council.
Typically, the most critical issue in HCD’s review is whether the Housing Element demonstrates compliance with State law regarding the Regional Housing Needs Assessment (“RHNA”).
Public Review
To facilitate public review of the Housing Element update, staff has created a Housing Element web page (www.hermosabeach.gov/housingelement). The web page includes background information, Frequently Asked Questions, the Housing Element schedule, meeting materials, the draft Housing Element documents and an online housing survey.
The survey found the following response rate for the question, “What do you consider to be the most priority housing problems in Hermosa Beach?”
• 38% Too many people cannot find suitable housing at a cost they can afford.
• 19% More small apartments or condos are needed for single people and small families
• 9% Not aware of any housing problems in Hermosa Beach
• 5% More housing is needed close to schools, shopping, public transit and services
• 5% More temporary housing is needed for homeless persons
At the February 3rd Planning Commission and City Council study session meeting, comments were made regarding affordability requirements, the role of accessory dwelling units (ADUs) in meeting City housing goals, potential housing trust funds and land value recapture with potentially changed zoning. These topics have been included in the Draft Housing Element documents.
NEXT STEPS:
The purpose of the special meeting is to allow the Planning Commission and interested stakeholders an opportunity to review the draft Housing Element and provide comments. While no formal action by the Planning Commission is required at this stage, staff is seeking feedback as to whether the Housing Element - and particularly the policies and programs contained in the Housing Policy Plan - are appropriate to address housing issues in Hermosa Beach over the next 8 years.
After this meeting, staff would make appropriate revisions to the draft Housing Element to reflect comments and a subsequent public hearing would be scheduled for City Council review of the draft Housing Element. Following City Council review, the draft Housing Element must be submitted to HCD for review. After the City receives HCD’s comments, public hearings will be scheduled by the Planning Commission and City Council to consider final approval of the Housing Element.
Interested parties may submit questions or comments throughout the Housing Element update process by email to Senior Planner Christy Teague at cteague@hermosabeach.gov.
One of the most critical components of the Housing Element update is an analysis of potential sites for housing development to demonstrate how the City can accommodate its RHNA allocation. If sufficient sites are not currently available, actions are required to create additional capacity for housing, such as rezoning residentially-zoned property for higher density or rezoning non-residential property to allow residential use or mixed use.
Regional Housing Needs Assessment (RHNA)
The final SCAG RHNA allocation plan for Hermosa Beach is 558 units. In the preliminary analysis of potential sites for housing development, it appears existing housing capacity is insufficient to fully accommodate the RHNA allocation. Potential strategies for increasing opportunities for new housing may include the following:
• Incentives to encourage development of accessory dwelling units (ADUs)
• General Plan land use and zoning amendments to allow residential development in areas currently restricted to non-residential use. Examples of such areas could include:
o Commercial areas along major boulevards
o Civic Center area
o Upper Pier Avenue
o Institutional uses such as governmental facilities or religious organizations
General Plan Consistency:
PLAN Hermosa, the City’s General Plan, was adopted by the City Council in August 2017. Since the State requires General Plan Housing Elements in 8-year cycles, the last Housing Element for the 2014-2021 cycle had been recently updated and was not included in the development of PLAN Hermosa. Upon adoption, the updated 2021-2029 Housing Element will become a component of the PLAN Hermosa General Plan.
Attachments:
1. Draft 2021-2029 Draft Hermosa Beach Housing Element Housing Policy Plan
2. Draft 2021-2029 Draft Hermosa Beach Housing Element Technical Report
3. Frequently Asked Questions Hermosa Beach 2021-2029 Housing Element Update
Respectfully Submitted by: Christy Teague, Senior Planner
Concur: Carlos Luis, Associate Planner
Approved: Ken Robertson, Community Development Director